3s +8 14. If F (57 キind f(t) キ12s +52

Q: If 78+7f(z) + 2z²(f(z))* = 0 and f(2) = -2, find f'(2). %3D %3D f'(2) = %3D

A:

Q: 2x + 3, if For f(x) %3D (3x²- 11, if 17) f(5) = 18) 3f

A:

Q: What is the symmetry of f(x) = 2x4 - 5x² +9? Select one: a. odd b. neither O C. even

A: Solution of given question is written in below steps.

Q: Determine. '{F}. 4s2 + 3 sF(s) – SF(s) – 2F(s) = - s + 4s

A: Rewrite the given equation.

Q: Prave that for all positive integers 22k-1 is multiple of 3.

A:

Q: Show by contraposition that : Vx ERx?-7x-820 - x2 8 or x S-1

A: In this method, we prove negation of antecedent and get contradicted and get our required results.

Q: How to get (t) when: h= -0.00439t^4+0.04293t^3-0.17316t^2-0.2711t+59471 And h=0

A: Putting h=0 in the given equation. -0.00439t4+0.04293t3-0.17316t2-0.2711t+59471=0 Let…

Q: 6A If f(2) = 7, find f-(7). 6b If f(x) = 5 – 2x, find ƒ¯'(3). %3D

A: We can solve the problem by method of inverse obtain formula.

Q: Provethat f fear dz- F(2) d2 Saro if ce+Cathen

A:

Q: var(û), if û = X1 + a jg X (n-1) + (X2 ++X(n-2) + 3 6X(m-1) + 증 .. 2(n-3) 4. 29n 256(п-3) 29…

A:

Q: Sketch a graph of each function.

A: Given function is We need to sketch a graph of f(x).

Q: Q2. Let f(x) = (r² + 2x), and g(x) = (1 +5) find gof and fg

A:

Q: 19z 1 Evaluate (5z 3)(x +2) + C

A: Let I=∫19x-15x-3x+2dx. Consider the fraction 19x-15x-3x+2 and take the partial fraction of it. The…

Q: for t< -2 for -1<t<2 for t 22 t+6 f(t) = - t² - t 3t-2

A: Given: ft=t2    for t&lt;-2t+6t2-t    for -1&lt;t&lt;23t-2      for t≥2 To Find:  f2=?

Q: + 1) =-2fn what

A: Function: f(1)=160   f(n + 1) =-2f(n) If we put n=1 f(1+1)=-2f(1) f(2)=-2.160 f(2)=-320

Q: x2+ v² dA, where D is the domain in the figure below, if F: x2 + y² = 64, G:(x – 4)2 + y² = 16, Rf =…

A: According to the given information, it is required to calculate the given integral.

Q: Determine ¹{F}. F(s) = 4s² +47s+129 (s+ 5)² (s+3)

A:

Q: If 78 + 7f(2) + 2z°/(2))* = 0 and f(2) = -2, find f'(2). %3D f'(2) =

A: Proceed as shown below

Q: पमपणत GUaluate -4xtSY o F x=-3. and

A:

Q: dr For f (r+3)3-(r+3)7

A: This is a problem of substitution.

Q: For f(x) = 7x2 - 7, find the number c in (-4, 4) guaranteed by Rolle's Theorem. (Use symbolic…

A: Rolle's theorem: If a function f is continuous on [a, b] and differentiable (a, b) such that f(a) =…

Q: Jk=2x-5 and KL=3x-8 what’s JL

A: Given JK=2x-5 and KL=3x-8. Here, K is between J and L. Therefore, sum of segment JK and KL is equal…

Q: Let a > 9 be a constant. Evaluate 3z2 + 30x + 30 + 4a dz (3x + a)(x² + 6x + 10)

A:

Q: 2x2 If f(r) = 5z 5 then 4z +1

A:

Q: expression fory 2 cx+

A: Given           y=Ax3+Bx2+Cx+D then                    y'''=

Q: Sx² – 4 if x # -3 -2 if x = -3' Evaluate f(4), f(0), f(-3) and f(-2/3)

A: fx=x2-4if x≠-3-2if x=-3 We have to evaluate f4 , f0 , f-3 and f-23

Q: No 9 f, ) - 8X, X2 onlyer Po.4< X - 0.2) = 2

A: Given, fx1,x2=8x1x2 ,0&lt;x1&lt;x2&lt;1

Q: Q7// Evaluate f -64 -dy

A:

Q: 2-f) -さじinxtcasy) shou that Xメ 7.

A: #Given; z=e^-t(sinx+cosy)  then we have to show Zxx+Zyy=Zt

Q: f(x) = { kx+3, IF X<2 LyK-3x, IF X72

A:

Q: x² – 49 .2 if x + -7 f(x) : x +7 -12 if x = -7

A:

Q: -+kx² 0<x<1 3 0<xs1 otherwise

A: Let X be a continuous random variable to lie in the interval (-∞, ∞) then, its probability density…

Q: diven that f(z) - S2-45 and g(z) - +2-9-9.

A:

Q: Which of the following is equivalent to x2- ax - 7 = 0?

A:

Q: 3 1 x(r) = 3F-, for 5. x'(r) 3r

A: As asked we can solve question no. 5 as below

Q: Find f') usig the deri vative rules. f@)= 4x2 +2x- 3 +2x -3

A:

Q: Find f) af lia fallowbngi G-7) (x?- 3x' + 24). 5) a) 2. 4) for - 6) Im Cx -3) In 5x -5%

A: Hello! thank you for the question since the exact one is not defined, we'll able to solve only three…

Q: 2Fn>Fn+1 for n>3 true or false?

A: Given,       2Fn&gt;Fn+1 for n&gt;3

Q: 3 - 5X IF X 7

A:

Q: what is f(x) = 5x + 7 and the domain is { 0, 2, 6 }

A: The given function is,                     f(x) = 5x + 7 Domain is given as, {0, 2, 6) , we want to…

Q: Let A=[2−132]A=[23-12] if(x)=x2+4  what is the answer to f(A)

A: The solution are next step..

Q: f (2) 2. Find if Ar) -(1-x²)(* -1) =

A:

Q: ду Q5: A /Determine az if you knows that: z = (x2 + y2 - 2z Incos3x) дх ду %3D

A: To find the partial derivatives of given z=(x^2+y^2-2zlncos^3x)

Q: If fa)=l0,f' is continous, and 8f'€)€%320, w hat is the of f(8)

A: Solve the above questions.

Q: 775 7x - 8x + 5x' If f(r) find f'(z)

A:

Q: Let f(æ) = (42? – 6)°(- 5a² + 9)* 3 12 f' (x) =

A:

Q: Assume that f is a one-to-one function.

A: Solution:Givenf(5)=18 To find f-1(18 )and f-1(4)=2to find f(2)If f is 1-1if f(x1)=f(x2)…

Q: S + 4s + 5.

A: It is known that:  L-1bs-a2+b2=eatsinbtL-1s-as-a2+b2=eatcosbt

Q: A let flx1 - 2ペ+7X+6 then Hien f(8) = P

A: f-1(x)  is the function which returns what value will function take for x.  Function is the unique…

Q: Find f(0), f(7), f(-7), f(4), and f(v7), for: 2 if a > 4 f(æ) = - 5x if a <4

A: fx=2x   if x&gt;45x   if x≤4 Now, f0=50     Because f(x)=5x when x≤4 and here 0≤4=0 f7=27…