微積分🙏🙏

微積分 1-2 練習題。 (1)<(0.99)"> 1. 判斷下列各数列是否收敛,若為收斂求其在限。 (2)<(-1.01)"> (3)<(-0.99)"> 1 2. 求下列各数列的在展: 2 (2 + X3 - (1) (2)<5x( "> (3)<< 3. 試求下列各極限值:+ 3n-5 3n-5 (1) lim 2n + 3n-5 non r+1 Hon+1 (3) lim n+1 1+2+3+...+n 2" + 3" +51 2" +3" (5) lim (6) lim 3" - 5 737 3" - 5" ( (2) lim 1- (4) lim → n H 1 1-- 4. 設三個無窮數列< 1 14 12">、<cn>< 2>满足's Son 14 im Com ,求m Ou

作業寫不出來😭微積分

if (x, y) = (0,0) ( 20 points ) Let f(x, y) = x²y² x4 + y + 0, if (x,y) = (0,0) (a) Does lim f(x,y) exist ? Give reasons. (x,y) → (0,0) (b ) Find the partial derivatives fx(0,0) and fy(0,0).

大一微積分 求求大家幫忙🙏🏻😭

(b ) Find the radius of convergence and interval of convergence of the power series Enzo (-1)n (2x + 3)n 2n

大大幫我積出來

secu. tan sudy

求大神解題 謝謝您🤩

Let Curve C, r(t) = [3cost ,3sint , 4t] , Osts 21 be the Helix motion Find (1) ü(t) = ? (2) à(t) = ? (3) k(t) = ? (4) i(t) = ?

求解微積分

111 1 个 ^ ^ ^ ^ ^ ^ 4. - o Ox xet T I

請問這題微積分要如何解?

e ax 26. et dx J1.2. J. 27. A quarter circle of radius 1 has the equation y = V1 - x2 for 0 < x < 1 and has area 4 Thus, V1-x² dx V1 = ** dx = 1 Use this formula to estimate t by applying: a. The trapezoidal rule. b. Simpson's rule. In each case, use n = 8 subintervals.

求解這題🥺🥺🥺

說人人 人 人 「 洱2呈且2 “7 冰昌數Co =,了在z=2 處的線性近似了G),且利用此線性包似盯 秋2.02) 午 似營。

37.37怎麼算🙏

微積分 第二題怎麼算，需要公式