19 sinx-15= 2
find the solution interval [0, 2pi)
Find the solution set of each equation in the interval: 0 ≤ x
< 2pi . sinx cosx = –cosx For a progress review that I dont
understand. Please explain.
A
B
C (0, pi)
D
pi 3pi 2' 2 2 pi D2 201 21 pi 3pi , 2pi 2' 2
2. Find the solution set for each of the following on the interval 0 51 52 15) w A. COS? x = cos B. 2 sin r = sin C. 2 sin - sinx = 3 20 w D. 2 cos(4.r) = 1 E. sin(5x) = -1 F. cos(20) V3 2 ang
-a" (a) Find the Taylor series for sinx about x 0, and prove that it converges to sinx uniformly on any bounded interval [-N,N (b) Find the Taylor expansion of sinx about xt/6. Hence show how to annrmximate D.
-a" (a) Find the Taylor series for sinx about x 0, and prove that it converges to sinx uniformly on any bounded interval [-N,N (b) Find the Taylor expansion of sinx about xt/6. Hence show how to annrmximate D.
"ind all solutions to the equation on the interval (0,2) - 2 cos sinx+1=0
Solve the equation on the interval [0, 2). 2 sin2 x = sinx T 31 2T 이 플 20 57 6 0, , 풍, 풍
8. Find a solution to the differential equation dy 6x + sinx - 2 cos x that satisfies y (0) = 1 dx
QUESTION 2 Solve sinx = 13 2 on the interval [0, 1] 0A x = only. B.X=. 5T 6 Oc. = 11 3 D. 2.x= 2T or x = 3 2010
(1 point) Find the indicated coefficients of the power series solution about x = 0 of the differential equation -(sinx)y y(0) = -5, y'(0) = 3 = cos x, x2 y 53x
(1 point) Find the indicated coefficients of the power series solution about x = 0 of the differential equation -(sinx)y y(0) = -5, y'(0) = 3 = cos x, x2 y 53x
veeify the identity
solve the equation on the interval [0, 2pi)
23. cora- = 1 + tan a tan cos a cos 60.4 sin’ x = 1
Question 24 Use your identities AND strong Algebra skills find the solution limited to [0, 2pi) in 2.3 cos x sin x (1 – sinº x) = - 2 B I VA - A IXE E 3 1 1 XX, X V ITT: 12pt Paragraph I