please comment if you have any doubts will clarify
Please answer with work Evaluate the limit. sin 5x 10) lim 10) X>0 sinx A) -5...
5. Evaluate the limit: lim expn n! n>00
Evaluate the following limit using Taylor series. 3 lim 2x2 zle x2 1 X>00
Please answer question #1w and write legibly - it is circled in yellow 1. Evaluate the following limits, where p, q > 0: X COS X - sinx (w) lim x+ 0 x2 sinx
Evaluate the following integrals. (a) / In(3x) dx for x > 0 (e) / ( +er) dx (n lete* dx (e) sin(5x +1) dx
(1 point) Solve the nonhomogeneous heat problem Ut = uzz + 4 sin(5x), 0< I<T, u(0, t) = 0, u(T, t) = 0 u(x,0) = sin(3.c) u(x, t) = Steady State Solution lim, , u(x, t)
Vx+1-1 Evaluate: lim x>0 х Please solve it in detail and show all your steps./
(1 point) If f(x) = { 6x, x39 8 x >9 Evaluate the integral 10 6.". f(x) dx |
State the quadrant in which lies. sin(8) <0, cos(8) < 0 OII III OIV 8 If sin() and 8 is in the 1st quadrant, find the exact value for cos(8). 9 cos(8) - > Next Question State the quadrant in which lies. tan(8) > 0, csc(8) < 0 01 OII O III OIV
All work please Evaluate: SỐ 9(x) dx, where g(x) = x2 for x 5 2 = 5 + x for x > 2 Find the average value of y = 4x3 + 2x over the interval [–2, 1]
4. [10] Find the solution to given initial-boundary value problem: 4uxx = ut 0<x<TI, t> 0 u(0,t) = 5, uit, t) = 10, t> 0 u(x,0) = sin 3x - sin 5x, 0<x<T