請問有人知道怎麼算嗎？拜託了🙏

11. [-/6 Points] DETAILS Find the constants a and b such that the function is continuous on the entire real line. a = b = LARCALC12M 1.4.073. 5, f(x) = ax + b, -5, 13 X ≤-2 -2<x<3 X23

請問有人知道怎麼算嗎？拜託了🙏

10. [-/5 Points] DETAILS Find the constant a such that the function is continuous on the entire real line. a = g(x) = LARCALC12M 1.4.072. 3sin(x) X a - 5x, XO XO

微積分求解感謝

0. [-/5 Points] DETAILS Find the constant a such that the function is continuous on the entire real lir a = g(x) = LARCALC12M 1.4.072. 3sin(x) X a - 5x, X < 0 X≥ 0

求解6.（a) 雖然有算出答案，但不確定過程、答案有沒有錯 算式在第二張照片中

(a) 試求上題 (a) 的 cd.f. Fx(x) (5%) P(X-10+ 3 (b).求出上題(b) 的下列之事件機率: 1or 1 = = * = + 4x(+)) P(X=1 or 3) . (5%) (a) x1 4*4*(1+(+)) P(1<X<4)。(5%) (iii)P(X>5) (5%) = 11 x 15 11 16 x 16 255 256 # (b) te-o — 。 Fx (x) 1 10. 14 6 éx X 3 3 6 105 105 1 (b) f(x) = -e-x/304 0 ≤ x < (5/ ce³+ + -e ³0 = | c²1-e 30 30 x te 。 2 4 10 105 5. 針對下列各函數,求常數c 使得f (x)是一隨機變數 X 的 p.d.f. : (a) f(x) = cvx, 0 ≤ x ≤ 4°(5%) (a) c Jo + C+ C2+C15+C[41 (3C+FC+8c=1 C= C =- = | 設化是抽到瑕疵電腦的數 X是抽2臺電腦抽到瑕疵品的機率 C5 10 5 if x=03 28 5 6 1 15 21 28 105 105 105 8 36 3 Cx-(+) 15 16 Cxlim 15 19 3+√2+√3 9-(5+256) 66 18 105 105 105105105 9|10|11|12 55 (eº + e¯ 30 + ₁ + e 30+) = | C = - 二 =1 6. 續上題 (b) 1-6-30 1.030 (a) 試求累積分布函數(cumulative distribution function(x(x) x≤x)) (5%) \C: (b) P(15 ≤ X ≤ 30)。(5%) C = 848 O 7.已知8台電腦中有3台是瑕疵品。今隨機從此8台電腦中抽取2台,請問所抽取電 疵品個數之機率質量函數(p.m.f.) 為何?(7.5%) (29(x)=75x= it x = ²₂ ( 1 = 28 (Px (x) = 18, X = x=2, 15 285 LPx(x)=375X 4+. 16- 4个 143 X=

請問這題要怎麼算～

1 89. Let f be a function such that f'(x): If 1 + x² 0₁5 2 LIFE AND Qurbliet 1 + x² dig(x) = f(2x + 1), what is g'(x)?sup inslissxs) =

想請問這題要怎麼解🙏

8. a. The graph in the accompanying figure is made of line segments joined end to end. At which points of the interval [-4, 6] is f' not defined? Give reasons for your answer. b. Graph the derivative of f. The graph should show a step function. (-4,0) (0, 2) 1 (1, -2) y = f(x) (4,-2) (6. 2) 6 [§3.2-31]

求解51.52

us a function of its velocity with respect to an observer, where Lo is the length of the object at rest and c is the speed of light. Find lim,→c- L and interpret the result. Why is a left-hand limi necessary? 49-56 Find the limit. 49. lim x-0 X 51. lim sin 3x - 1m 3 Sin³x 3f tan 61==3*1=3 1-0 sin 2t 53. lim sin 3x x-0 5x³ - 4x lim sims = 50. lim - sin 4x 52. lim x-0 sin 6x inli cos 8 - 1 0-0 sin 0 54. lim X-0 lims sin 3x sin 5x .2 X 3

微積分65求k

XV Finding a Value In Exercises 65-68, find k such that the line is tangent to the graph of the function. Function Line 65. f(x) = k - x² or moimy y = − 6x + 1

求救🆘教教我到底怎麼算！😢😢謝謝你們🙏🏻

1 (21) f(x) = -1 x 1' g(x) = 1 X 2 22-25 Find the functions (a) fo g, (b) gof, (c) fof, and (d) go g and their domains. 22. f(x) = x³ + 5, g(x) = √√x to doang bri batelor 1 23. f(x) = √x" 25, f(x)=√√√5 - x, g(x)=√x - 10 g(x) = x + 1 y lo dostg 2 zi wOH (s). 24. f(x) 24. f(x) = g(x) = sin x T, X diqsty sig od ei woH (d)

求解！圈起來的題目，最好能有計算過程，如果可以跟我解釋的話更好😢謝謝 麻煩了🙏🏻

25-28 Find the domain of the function. adox + 4 x² - 9 25. f(x) = 27. h(x) 1 Vr2 – 5x x2 26. f(t) = √2t - 1 28. F(p)=√√2-√P