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Unit 31: Parseval’s theorem

Unit 31: Parseval’s theorem

people.math.harvard.edu

The following theorem is called the Parseval’s identity. It is the Pythagoras theorem for Fourier series. Theorem: jjfjj 2= a 0 + X1 n=1 a2 n + b 2 n: Linear Algebra and Vector Analysis Proof. The function g(x) = pa 0 2 + P 1 n=1 a ncos(nx) + P 1 n=1 b nsin(nx) agrees with f(x) …

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ChapŒ10 (11th Nov.) - NCERT

ChapŒ10 (11th Nov.) - NCERT

ncert.nic.in

The theorem can also be proved by using the Pythagoras Theorem as follows: PQ2 = OP2 – OQ2 = OP2 – OR2 = PR2 (As OQ = OR) which gives PQ = PR. 2. Note also that ∠ OPQ = ∠ OPR. Therefore, OP is the angle bisector of ∠ QPR, i.e., the centre lies on the bisector of the angle between the two tangents.

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May–June 2022 Assessment Window 1MA1

May–June 2022 Assessment Window 1MA1

qualifications.pearson.com

Pythagoras’ Theorem and Trigonometry a a c c A A B C b b a a c c A A B C b b In any right-angled triangle where ab, and c are the length of the sides and c is the hypotenuse: 2a2 + b2 = c In any right-angled triangle ABC where a, b and c are the length of the sides and c is the hypotenuse: sincA os tan a c A b c A a

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Class – X Mathematics-Basic (241) Sample Question Paper ...

Class – X Mathematics-Basic (241) Sample Question Paper ...

cbseacademic.nic.in

State and prove the Pythagoras theorem. 4 39. A copper rod of diameter 1 cm and length 8 cm is drawn in to a wire of length 18 m of uniform thickness. Find the thickness of wire. Or 4 . 9 A metallic sphere of radius 4.2 cm is melted and recast into the shape of

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NUMBER SYSTEMS - NCERT

NUMBER SYSTEMS - NCERT

www.ncert.nic.in

By Pythagoras theorem, OB = 13 Using a compass with centre O and radius OB, draw an arc which intersects the number line at the point C. Then, C corresponds to 13. Remark: We can also take OA = 2 units and AB = 3 units. Sample Question 2 : Express 0.123 in the form p q, where p and q are integers and q ≠ 0. Solution : Let x = 0.123 so, 10x = 1.23

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Pythagoras’ Theorem - Nuffield Foundation

Pythagoras’ Theorem - Nuffield Foundation

www.nuffieldfoundation.org

Nuffield Free-Standing Mathematics Activity ZPythagoras Theorem [ Student sheets Copiable page 2 of 4 © Nuffield Foundation 2012 downloaded from www.fsmq.org

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