Tanx cotx 2 is equal to
[DOC File]CBSE CLASS XII MATHS
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Title: CBSE CLASS XII MATHS Author: Apple Last modified by: Apple Created Date: 3/26/2008 7:21:00 AM Other titles: CBSE CLASS XII MATHS
[DOCX File]bvmschool.in
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(vii) 3 2 (viii) - 1 2 (ix) - 1 2 6 (x) 1 4 (xi) n. 3n-1 (xii) - 1 9 (xiii) 5 2 (a+2) 3 2 (xiv) a 2 b 2 (xv) 1 2 (xvi) - 16 Q-2 no Q-3 (i) 0 (ii) ∞ Q- 4 limit does not exist Q-5 (i) yes (ii) no Q-6 n = 4 Q-8 k = - 1 Q-10 (i) 1 2 x+a (ii) 2x cos x 2 (iii) 2xcosx - x 2 sinx (iv) - 2 (2x-3) 2 (v) 2cos(2x+1) (vi) 2k tankx sec 2 kx (vii) a sec 2 (ax + b) (viii) cos x 2 x (ix) sec 2 x 2 tanx (x ...
[DOC File]CBSE CLASS XII MATHS
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Integral Calculus. Two mark questions with answers. Q1. dx Ans1. dx = dx = dx = dx = (sec2x + secx tanx) dx = tanx + secx + c Q2. Ans2. = dx = dx = dx = c = c Q3. 3 cotx - 2 tanx)2 dx Ans3. (3 cotx - 2 tanx)2 dx = (9 cot2x + 4 tan2x - 12) dx = [9(cosec2x - 1) + 4(sec2 x - 1) - 12] dx = (4 sec2x + 9 cosec2x - 25) dx = 4 tanx - 9 cotx - 25x + c Q4. dx Ans4. dx = dx = dx = = + c Q5. (1 - sinx) dx ...
[DOC File]Paper:
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which is equal to zero is [Marks:1] A. 459th. B. 502th. C. 501th. D. 458th. 2] Two circles touch each other externally at C and AB is a. common tangent to the circles. Then, ACB= [Marks:1] A. 300 B. 450 C. 600 D. 90(3] The length of an arc that subtends an angle of 24o at the. centre of a circle with 5 cm radius is [Marks:1] A. cm B. cm C. cm D.
[DOC File]MATH 1113 Review Sheet for the Final Exam
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For functions y = tanx, y = cotx, y = secx, y = cscx, know the domain, range, period and the equations of the vertical asymptotes, even/odd. 5.4: Graphs of Sine and Cosine . For functions y = Acos(Bx), y = Asin(Bx), be able to . graph the function over any subset of its domain
[DOC File]The Ilfracombe Academy - Maths - Home
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Draw the graph of y = tanx . for – π < x < π. State the range of this function. Draw the graph of y = cosecx. For 0 ( x ( 2(Draw the graph of y = secx. For -180 ( x ( 180. Draw the graph of y = cotx. For -180 ( x ( 180. Trigonometrical Identities. Solve the equation. In the interval 0 ( ( ( 2(Solve the equation. In the interval -180 ( x ...
[DOC File]MCR3U Expectations Grid:
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1.5 prove simple trigonometric identities, using the Pythagorean identity sin(2)x + cos(2)x = 1; the quotient identity tanx = sinx/cosx; and the reciprocal identities secx = 1/cosx, cscx = 1/sinx, and cotx = 1/tanx . Sample problem: Prove that 1 – cos(2)x = sinxcosxtanx.
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