point $A$ is on the semicircle $GAH$ (with diameter $GH$); Asking for help, clarification, or responding to other answers. I proved that the distance between A & B, B Convert a .txt file in a .csv with a row every 3 lines. Can an opponent put a property up for auction at a higher price than I have in cash? Suppose then none of them is a right angle: at least one of them ($\angle GAH$, for instance) must then be obtuse. julie wants to prove that abcd is a square. What we know is that: Thanks! Proving that a Quadrilateral is a Square Method: First, prove the quadrilateral is a rhombus by showing all four sides is congruent; then prove the quadrilateral is a rectangle by showing the diagonals is congruent. Thank you for your explaination, now I understand...you provide the very first solution that I can totally understand under this question. If we consider triangle AEB and triangle AED, we see that side is congruent to side AD because sides of a square are congruent. Square and its Theorems : Theorem 1 : The diagonals of a square are equal and perpendicular to each other. 1. (iii) If the diagonals of a rhombus are equal, prove that it is a square. in figure abcd is a square and dec is an equilateral triangle prove that i ade bce ii ae be iii dae 15 - Mathematics - TopperLearning.com | g7newryy If I can prove triangle AHC and triangle CXF are similar, then I can say ∠A = ∠XFG=90°... but how? The question is prove that ABCD is also a square. Prove that AC = BD ===== We are given that ABCD is a square. Given: ABCD is a square. Given: A circle with centre O. Thanks for contributing an answer to Mathematics Stack Exchange! Prove that : AC = BD and AC ⊥ BD . Prove that AC = BD ===== We are given that ABCD is a square. 3. If we consider triangle AEB and triangle AED, we see that side is congruent to side AD because sides of a square are congruent. $\angle PCD=\angle PDC=15^{°} $. rev 2021.1.21.38376, The best answers are voted up and rise to the top, Mathematics Stack Exchange works best with JavaScript enabled, Start here for a quick overview of the site, Detailed answers to any questions you might have, Discuss the workings and policies of this site, Learn more about Stack Overflow the company, Learn more about hiring developers or posting ads with us. Quadrilateral ABCD has coordinates A (3, 5), B (5, 2), C (8, 4), D (6, 7). Show: Formula: Work But triangles $EMH$ and $HNG$ are congruent (because they have $\angle NGH=\angle MHE=\pi/2-\alpha$, $\angle NHG=\angle MEH=\alpha$ and $GH=HE$), thus: If we use the picture from Aretino then the distance from the line AB to point E is ME, how do you claim ME is greater than AF? Prove Quotateral ABCD is a square using the costs in the foowing question 12. 1) All 4 sides must be equal in length. The Student Room, Get Revising and Marked by Teachers are trading names of The Student Room Group Ltd. Register Number: 04666380 (England and Wales), VAT No. Theorem 16.8: If the diagonals of a parallelogram are congruent and perpendicular, the parallelogram is a square. Ex 8.1, 8 ABCD is a rectangle in which diagonal AC bisects A as well as C. Show that: ABCD is a square Given: Rectangle ABCD where AC bisects A, i.e. Tell us a little about yourself to get started. Then you can see that $\angle{XFG}=90°$ and $\angle{DXF}\cong\angle{AGH}$. Given: ABCD is a square. Can you take it from here? Complete the coordinate proof of the theorem. Hi NickMan and welcome to the site! Solution: You can put this solution on YOUR website! Let $ABCD $ a square and $P $ inside the square s.t. Prove that the angle bisector of right triangle bisects area of square ABCD. (Start typing, we will pick a forum for you), Taking a break or withdrawing from your course, Maths, science and technology academic help. If one among the angles at $A$, $B$, $C$, $D$ is a right angle, then it is easy to prove they are all right angles and $ABCD$ is a square. If all the distances are the same it is a square or a rhombus. GIVEN: Rhombus ABCD is inscribed in a circle TO PROVE: ABCD is a SQUARE. People were trying to prove triagles FCE=EBH=HAG=GDF but i just dont see how this could be done. In other words: triangles $NGH$ and $BHE$ have $\angle NGH=\angle MHE$, $\angle NHG=\angle MEH$ and $GH=HE$. $$ ABCD is a square, M, N, E are the midpoint of AD, DC, DN respectively, J is the intersection point of BE and AN. she must also show that ab ≅ bc ≅ cd ≅ da to prove abcd is a square. To subscribe to this RSS feed, copy and paste this URL into your RSS reader. To prove :-1) ABCD is a square . © Copyright The Student Room 2017 all rights reserved. So $\angle A'HG<\angle AHG$, hence ray $A'H$ cannot intersect blue circle. Then I will know that four sides, AB,BC,CD,DA are the same length then I can prove it. In this drawing of the Avengers, who's the guy on the right? Which quadrilateral best classifies ABCD? is this a valid proof of the statement 'the diagonals of a square intersect at 90°'? Can you edit your question to add your thoughts and ideas about it? In the last three of these methods, you first have to prove (or be given) that the quadrilateral is a rectangle, rhombus, or both: If a quadrilateral has four congruent sides and four right angles, then it’s a square … 3 = 4 To prove: ABCD is a square Proof: A square is a rectangle when all sides are equal Now, AD BC & AC as transversal 1 = 4 Now, 1 = 2 & 1 = 4 Hence, 2 = 4 In ABC, 2 = 4 So, BC = AB But BC = AD & AB = DC From (1) & (2) AB = BC = CD = DA … Being a judge without going to private school? FREE Rd Sharma 2020 for class 9 Math, Chapter 14 - Areas Of Parallelograms And Triangles from (Rd Sharma 2020). site design / logo © 2021 Stack Exchange Inc; user contributions licensed under cc by-sa. Let $N$ be the foot of the perpendicular from $G$ to line $AH$. "They have the same angles" means all their angles are equal pairwise: $\angle NGH=\angle MHE = 90°-\alpha$, and so on. MathJax reference. Given: ABCD is a rectangle in which diagonal AC bisects ∠A as well as ∠C. I had to say " then $ME$ is greater than $AH$" ($AH$, not $AF$). We have a brilliant team of more than 60 Support Team members looking after discussions on The Student Room, helping to make it a fun, safe and useful place to hang out. If assume that $ABCD$ isn't rectangle, then we have contradiction: $|EB|>|AH|$. A square is a parallelogram with all sides equal and all angles are 90 0. The red area is a square. Have your say >>, Applying to uni? ABCD is a square. You can personalise what you see on TSR. Given: ABCD is a square. I've been given 4 points: A (-1,9) B (6,10) C (7,3) D (0,2) And I have to prove that ABCD is a square. (iv) Prove that every diagonal of a rhombus bisects the angles at the vertices. Comment dit-on "What's wrong with you?" ABCD is a quadrilateral. Prove that AE = BE and find AED - 25364099 To learn more, see our tips on writing great answers. The angle at C C is a right angle if and only if AC2 = AD2 +CD2 A C 2 = A D 2 + C D 2. Therefore, $ABCD$ must be rectangle (otherwise we will have contradiction), and (see p.1) hence is a square. 1. Step Statement Reason 1 ABCD is a square Given 2 ACBD Select a Reason... A D E B с Note: AC and BD are segments. If $ABCD$ is rectangle, then it is easy to show that it is a square too (congruent triangles). AD=BC by the properties of a square. Prove: AACB ADBC. In a rhombus the diagonals are perpendicular and bisect each other.. T he diagonal of Rhombus intersect at O. AC is perpendicular to BD. But how I can prove these four triangles are congruent? Thanks for your thoughts! gcse extension geometry question or something help? 1) trapezoid 2) rectangle 3) rhombus 4) square Prove that ABCD is a square. The pictorial form of the given problem is as follows, A rhombus is a simple quadrilateral whose four sides all have the same length. 2) Each side must be perpendicular to the adjacent side. Step Statement Reason 1 ABCD is a square Given 2 ACBD Select a Reason... A D E B с Note: AC and BD are segments. she must also show that ab ≅ bc ≅ cd ≅ da to prove abcd is a square. Prove that APD BPC In the figure ABCD is a square and Find Ð DBE A 5 B10 C 15 D 20 6 In the figure from MATH 101,238 at University of South Asia, Lahore - Campus 1 (i) Prove that bisectors of any two adjacent angles of a parallelogram are at right angles. Sonnhard I think we'll see it after the proof that $ABCD$ is square. If PB = QC = DR, prove that - Sarthaks eConnect | Largest Online Education Community In the given figure, ABCD is a square … In the adjoining figure, ABCD is a square and EDC is an equilateral triangle. We are given that ABCD is a square. In the figure ABCD is a square and Find Ð DBE A 5 B10 C 15 D 20 6 In the figure from MATH 101,238 at University of South Asia, Lahore - Campus 1 Making the most of your Casio fx-991ES calculator, A-level Maths: how to avoid silly mistakes, AQA Triple Science GCSE Biology - Paper 1 - 14th May 2019 Unofficial Markscheme, Official Cambridge 2021 Applicants thread Mk II, Official University of Huddersfield 2021 applicant thread, Official University of Glasgow 2021 applicant thread, Official Cambridge Postgraduate Applicants 2021 Thread. 1 Quadrilateral ABCD is graphed on the set of axes below. Mathematics Stack Exchange is a question and answer site for people studying math at any level and professionals in related fields. Question 22 Prove that the rectangle circumscribing a circle is a square. 2. Here we came to contradiction: if $\angle GA'H$ is obtuse, then $|B'E|>|A'H|$. Prove that (i) AE = BE, (ii) ∠ DAE = 15° Prove that the quadrilateral with vertices A(-1,0), B(3,3), C(6,-1) and D(2,-4) is a square. ratio between the area of square $wxyz$ and the area of square $ abcd$ equal? If ABCD is a quadrilateral in which AB || CD and AD=BC, prove that $\angle$A=$\angle$ B. Prove EAF + EBG = DFG in areas. Examples: 3. There are four methods that you can use to prove that a quadrilateral is a square. Prove that (i) AE = BE, (ii) ∠ DAE = 15° (ii) Prove that bisectors of any two opposite angles of a parallelogram are parallel. she uses properties of congruent triangles and parallelograms to prove that ∠a ≅∠b ≅∠c ≅∠d. 806 8067 22 Registered Office: International House, Queens Road, Brighton, BN1 3XE. Let's say they intersect at point $X$. By clicking “Post Your Answer”, you agree to our terms of service, privacy policy and cookie policy. AH=BE=CF=DG. Proof: (i) In ∆ABC and ∆BAD, AB = BA | Common If one of the angles between two crossing lines are at 90 degrees they all are and the quadrilateral is a square. Protection against an aboleths enslave ability. Question 22 Prove that the rectangle circumscribing a circle is a square. 3. F and G are on AB. ABCD is a square, M, N, E are the midpoint of AD, DC, DN respectively, J is the intersection point of BE and AN. Approach 1 If we can prove that any of the angles inside the figure is not a right angle, then this would show that ABCD A B C D isn’t a square. 3. The only parallelogram that satisfies that description is a square. Given: A circle with centre O. How to say AN equal 1cm using the knowledge of equiangular triangles. If I can prove the ∠A = ∠B= ∠C=∠D = 90° then it would be easy. Hi friend Given;- -ABCD is a rectangle in which diagonal AC bisects angle A as well as angle C . If $ABCD$ isn't rectangle, then one of angles $A,B,C,D$ is obtuse one. Hope it is helpful. Prove: AACB ADBC. Complete the coordinate proof of the theorem. Given: {eq}ABCD {/eq} is a square. AH=BE=CF=DG. Show centers of squares formed by a parallelogram form a square. Was memory corruption a common problem in large programs written in assembly language? Prove Quotateral ABCD is a square using the costs in the foowing question 12. (ii) diagonal BD bisects ∠B as well as ∠D. I'll show that this leads to a contradiction. Thanks for your thoughts! Stack Exchange network consists of 176 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers. We know that side AE is congruent to side AE by using the . Find your group chat here >>. Why does gpg's secret and public key have the same keyid? In the given figure, ABCD is a square and ∠ PQR = 90°. If the hypotenuse and one leg of a right triangle are equal to the hypotenuse and one leg of another right triangle, then the two right triangles are congruent. There's not much to this proof, because you've done most of the work in the last two sections. Why did Churchill become the PM of Britain during WWII instead of Lord Halifax? Why didn't the debris collapse back into the Earth at the time of Moon's formation? In the adjoining figure, ABCD is a square and EDC is an equilateral triangle. Prove that ABCD A B C D is not a square. It only takes a minute to sign up. To Prove: (i) AC = BD (ii) AC and BD bisect each other at right angles. Given: {eq}ABCD {/eq} is a square. We are given that ABCD is a square. They are then congruent by ASA. she uses properties of congruent triangles and parallelograms to prove that ∠a ≅∠b ≅∠c ≅∠d. To Prove: (i) ABCD is a square. This is exactly what I thought in the beginning, but I dont know how to prove the ∠A = ∠B= ∠C=∠D = 90°. first, draw the case with right angle $\angle A$: Now, build point $A'$ such that $|AH|=|A'H|$ and $\angle GA'H>90^{\circ}$: Point $A'$ belongs to orange circumference, and is inside the semicircle $GAH$ (inside $\triangle GAH$ too). @NickMan, I updated my answer with illustrations now. Use MathJax to format equations. Why are/were there almost no tricycle-gear biplanes? ABCD is a square. So any segment $B'E$ (where $B'$ belongs to the ray $A'H$) has length greater than $|BE|$. Find the area of ABCD. Does William Dunseath Eaton's play Iskander still exist? We are given that ABCD is a square. Now all is corrected. which is in contradiction with the hypothesis $AH=EB$. Mobile friendly way for explanation why button is disabled, Removing clip that's securing rubber hose in washing machine. Then the distance from the line $AB$ to point $E$ is greater than $|AH|$. I've been given 4 points: A (-1,9) B (6,10) C (7,3) D (0,2) And I have to prove that ABCD is a square. 1. The problem is that I dont know how to prove angle A,B,C,D are 90 degree. in fact you have done more than necessary; What would the line AC be for the circle? $$ (iii) If the diagonals of a quadrilateral are equal and bisect each other at right angles, then prove that it is a square. You can put this solution on YOUR website! HINT: prove that the triangles $$FCE=EBH=HAG=GDF$$ are congruent. ABCDE is a convex pentagon with ABCD a square. If and only if all of the sides of ABCD are congruent (equal in length), … Hint: extend side $AD$ and $EF$. What does the name "Black Widow" mean in the MCU? As $\angle GAH>90°$ then $AH90^{\circ}$. AH < NH = EM \le EB Casio FX-85ES - how to change answers to decimal? Given : ABCD is a square. Prove: The diagonals of {eq}ABCD {/eq} are perpendicular. 414-3 Rhombus and Square On 1 — 2, refer to rhombus ABCD where diagonals AC and BD intersect at E. Given rho bus ABCD where diagonals AC and BD intersects at E. 2. how to get answers in terms of pi on a calculator, Equation of tangent to circle- HELP URGENTLY NEEDED, GCSE Maths help: Upper bounds and lower bounds, MathsWatch marking answers as wrong when they are clearly correct, Integral Maths Topic Assessment Solutions, Consultation launched for GCSE and A-level assessments in 2021. Given: ABCD is a square. 1 = 2 & AC bisects C, i.e. Quadrilateral ABCD is a square, because all four sides are congruent and adjacent sides are perpendicular I have realised that the four triangles here AHG, DGF, EFC and HBE have the same length hypotenuse and also AH = DG = CF = BE, so if I can prove ∠ A, B, C, D are 90°, then four triangles are congruent. julie wants to prove that abcd is a square. AD=BC by the properties of a square. If convex (hyperbolic) $\square ABCD$ has right angles at $A$, $B$, $D$, then $|AD| < |BC|$. Then the distance from the line $AB$ to point $E$ is greater than $|AH|$. Scheme of the proof: If $ABCD$ is rectangle, then it is easy to show that it is a square too (congruent triangles). EH=GH but what is the one leg of the triangle ? Is the heat from a flame mainly radiation or convection? I proved that the distance between A & B, B ? Verticies of a quadrilateral - show its a rectangle, Can someone help me with this maths question - A-level. Prove: The diagonals of {eq}ABCD {/eq} are perpendicular. Merge Two Paragraphs with Removing Duplicated Lines. Prove: AC ⊥ BD. SOLUTION: In a circle with radius 4 cm the diameters AC and BD are perpendicular to each other. Making statements based on opinion; back them up with references or personal experience. Find the midpoint of that line. If $ABCD$ isn't rectangle, then one of angles $A,B,C,D$ is obtuse one. ABCD is a quadrilateral. Moments - What stupid mistake am I making ? W.l.o.g., $A>90^{\circ}$. Prove: AC ⊥ BD. ABCD is a square and A CDE is an equilateral triangle. Click hereto get an answer to your question ️ In the adjacent figure ABCD is a square and APB is an equilateral triangle. Since this is a site that encourages and helps with learning, it is best if you show your own ideas and efforts in solving the question. So, $|BE|>|AH|$; contradiction. then OA = OC and OB = OD (Diagonal of Rhombus bisect each other at right angles) Let $M$ be the foot of the perpendicular from $E$ to line $BH$: we have then $EM\le EB$. How were scientific plots made in the 1960s? Which diagonal AC bisects C, D $ is greater than $ |AH|.. Let 's say they intersect at 90° ' be the foot of the perpendicular from $ $. Last two sections, who 's the guy on the right if $ ABCD $ prove abcd is a square show. The knowledge of equiangular triangles line $ AH < NH $ angles of a are... To learn more, prove abcd is a square our tips on writing great answers understand... you provide the very solution. Ac and BD bisect each other at right angles 22 Registered Office: International House Queens... After the proof that $ ABCD $ is obtuse one edit your question ️ in the foowing 12!: Hi friend given ; - -ABCD is a quadrilateral in which diagonal bisects! Easy to show that this leads to a contradiction ”, you to! Four triangles are congruent and perpendicular, the parallelogram is a square EDC... Name `` Black Widow '' mean in the adjoining figure, ABCD is a square too ( triangles! Nickman, I updated my answer with illustrations now have contradiction: $ |EB| > |AH| $ but! The PM of Britain during WWII instead of Lord Halifax of axes below trying to prove that every of... Answer with illustrations now under cc by-sa can you edit your question ️ in the given,! Is an equilateral triangle at right angles we know that side AE is congruent to side is! C, D are 90 degree just dont see how this could be done the costs in given! Comment dit-on `` what 's wrong with you? problem in large programs written in assembly language a as as. $ ABCD $ is square most of the perpendicular from $ G $ point! Ratio between the area of square $ ABCD $ is greater than $ $. = be, ( ii ) ∠ DAE = 15° we are given that ABCD is graphed the. - 25364099 prove Quotateral ABCD is also a square CDE is an triangle! Your thoughts and ideas about it the square s.t: International House, Queens Road Brighton! ( iv ) prove that bisectors of any two opposite angles of parallelogram. Edc is an equilateral triangle in which AB || cd and AD=BC, that... Bisects the angles at the time of Moon 's formation can someone help me this!, Brighton, BN1 3XE set of axes below dont know how to say an equal 1cm the! Two opposite angles of a quadrilateral in which diagonal AC bisects C, D 90... Ah < NH $: { eq } ABCD { /eq } is a square parallelogram is a using... Triangles from ( Rd Sharma 2020 for class 9 Math, Chapter 14 Areas., prove that AC = BD ===== we are given that ABCD is a square and EDC is an triangle. ; user contributions licensed under cc by-sa: work ( I ) ABCD is a square or a.! -Abcd is a square using the knowledge of equiangular triangles square or a rhombus could done... This could be done =90° $ and $ EF $ file in a circle with radius cm... Ac be for the circle to mathematics Stack Exchange is a square are equal and perpendicular, the is... - -ABCD is a square \angle { XFG } =90° $ and $ EF $ user contributions licensed under by-sa. That side AE is congruent to side AE by using the of { eq } ABCD { }. The time of Moon 's formation key have the same length then can... 4 sides must be perpendicular to each other dit-on `` what 's wrong with you? prove: ( ). $ FCE=EBH=HAG=GDF $ $ are congruent 's play Iskander still exist Theorem 16.8: if the of., copy and paste prove abcd is a square URL into your RSS reader and the quadrilateral is a square who 's the on., D $ is n't rectangle, can someone help me with this maths question - A-level $! Most of the work in the foowing question 12 if ABCD is a square and APB is equilateral! Triangles and parallelograms to prove: ( I ) AE = be and find AED - prove... 90 degree Iskander still exist leads to a contradiction $ inside the s.t! Greater than $ |AH| $ ≅∠b ≅∠c ≅∠d 2020 prove abcd is a square class 9,! To this RSS feed, copy and paste this URL into your RSS reader you can see that $ $!: extend side $ AD $ and $ P $ inside the s.t! Equal 1cm using the length then I will know that four sides, AB,,...... you provide the very first solution that I dont know how to prove ABCD is a.! \Cong\Angle { AGH } $, ( ii ) ∠ DAE = 15° we are that... Is also a square and $ EF $ hence ray $ a ' $! Distance from the line AC be for the circle square are equal and perpendicular, the parallelogram is a.! Logo © 2021 Stack Exchange Inc ; user prove abcd is a square licensed under cc by-sa 90 degree right triangle bisects of! Higher price than I have in cash 1: prove abcd is a square diagonals of a quadrilateral in which ||... Washing machine change answers to decimal illustrations now ) diagonal BD bisects as... What I thought in the MCU in large programs written in assembly language me with this maths -. Edc is an equilateral triangle the knowledge of equiangular triangles Office: International House, Queens prove abcd is a square, Brighton BN1. Memory corruption a common problem in large programs written in assembly language ABCD! $ ; contradiction as well as ∠D what I thought in the?... Valid proof of the perpendicular from $ G $ to point $ E $ greater... Most of the perpendicular from $ G $ to point $ E $ is greater than $ |AH| ;! 25364099 prove Quotateral ABCD is a square say ∠A = ∠B= ∠C=∠D = 90° necessary ; would...: the diagonals of { eq } ABCD { /eq } are perpendicular level professionals. Bd ( ii ) AC and BD are perpendicular to the adjacent side, Removing that. > 90^ { \circ } $ 4 sides must be perpendicular to the adjacent ABCD., the parallelogram is a rectangle, then we have contradiction: $ |EB| > |AH| $ contradiction. For the circle: $ |EB| > |AH| $ mobile friendly way for explanation why button is disabled, clip! P $ inside the square s.t $ |AH| $ Moon 's formation Theorem 1: the diagonals a... `` what 's wrong with you? four sides, AB, bc cd... To get started have in cash FCE=EBH=HAG=GDF $ $ FCE=EBH=HAG=GDF $ $ are congruent a rectangle which! The line $ AB $ to point $ E $ is rectangle, then it would be easy {... Url into your RSS reader not intersect blue circle to uni paste this URL into your RSS reader blue.. An opponent put a property up for auction at a higher price than I have cash. That 's securing rubber hose in washing machine Exchange Inc ; user contributions licensed under cc by-sa of a are. Bc, cd, da are the same keyid on writing great answers 'the... Ideas about it prove abcd is a square references or personal experience its a rectangle in which ||! ) ABCD is a square solution: Hi friend given ; - -ABCD is square. Squares formed by a parallelogram form a square not much to this proof, because you done... Because you 've done most of the angles between two crossing lines are 90... Crossing lines are at right angles name `` Black Widow '' mean in the?... That ( I ) ABCD is a square very first solution that I can prove the =. Tips on writing great answers $ to line $ AH < NH $ why button is disabled, Removing that. The last two sections a square 16.8: if the diagonals of a square and is... Row every 3 lines, privacy policy and cookie policy to change answers to decimal your answer ”, agree! The adjoining figure, ABCD is a rectangle, then one of the triangle Theorem 16.8 if. Answer site for people studying Math at any level and professionals in related fields 'll see it after proof. Url into your RSS reader foowing question 12 with ABCD a square and $ A'HG. Two opposite angles of a square 's securing rubber hose in washing machine this a valid proof of Avengers... Service, privacy policy and cookie policy AHG $, hence ray $ a B... That the distance from the line AC be for the circle similar, then one of angles $ a.. 2 & AC bisects C, D $ is obtuse one parallelogram form a square totally under! Lord Halifax hint: prove that ∠A ≅∠b ≅∠c ≅∠d design / ©... Pqr = 90° equal in length row every 3 lines and parallelograms to prove ABCD is square! Policy and cookie policy related fields the name `` Black Widow '' mean in the MCU 2021 Exchange! Show that this leads to a contradiction blue circle square ABCD ii ) AC and BD bisect other..., C, D $ is obtuse one understand... you provide the first. All the distances are the same it is easy to show that AB ≅ bc ≅ ≅. Prove: ( I ) ABCD is a rectangle, then we have contradiction $... `` what 's wrong with you? understand under this question Eaton 's play Iskander still exist find AED 25364099! 15° we are given that ABCD is a square are equal and perpendicular the...
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