sinh(2 In(8)) = (A) 0 1 (B) 64 – 1. (C) 32 + 128 (D) 8 - (E) 32 128

Q: 24. The square of equals the square root of (A)- (B) (C) 16 (D) 256 112-14

A: 24    Let the square of14 equal square root of x               ⇒142=x               ⇒116=x

Q: what is 1/2x+36=1/4x+72

A:

Q: divccun(B)=0

A:

Q: {(a) = 3(a + 2)² – 10 9(b)- g5(-2))-

A:

Q: 3(2x+7)≥36

A: We have to solve enequlity equations

Q: (152+ 10i) – (153– 57i) =|

A:

Q: Find (a) x06,2 (b) to.00,10 (c) Fo1,1,10, and relate this to part (b).

A: To find the these critical values we will use excel function.

Q: lim, (27x - 8)(3x² – 2x)-1 ズ→ O 18 0. -9 9 /3

A:

Q: 2dx J = (3(ln x)² + 12 In x – 15)i -

A:

Q: What is the value of 7∑n=1(n2+3)?

A:

Q: Find -- (P+6)²+ 64

A: Note: it is assumed that p is the Laplace variable or the operator variable.   Use the formula below…

Q: find (2n +1)! = 120

A: Here we have to find the value of n.  2n+1!=120

Q: simplify: (n!)/(n+2)!

A: n! = n(n-1)(n-2)...... 4.3.2.1

Q: -1/2(6p+16)=7

A: -1/2(6p+16)=7

Q: s 2 7x² + 15x + 22 (x-3)(x² + 4x+5) dx

A:

Q: 68. (t + 4)(t + 4)(t - 4)(t - 4)

A: We will use here the property a2-b2=(a+b)(a-b)

Q: (3-5x)1/3 - (7+7x)1/3=0

A:

Q: (i) ,(8x³ – 9x² + 8x + 9)dx |

A: SINCE YOU HAVE ASKED MULTIPLE QUESTIONS IN SINGLE REQUEST, WE WILL BE ANSWERING ONLY THE FIRST…

Q: Which of the following do not equal (4r - 6x?)? dx 12x2 + 12 (a) 12x + 12 (b) 12 (c) 12x2 + (d) 12x…

A: we have to find the options which are not equal to d4x3-6x-2dx: a  12x2+12x3b  12x5+12x3c…

Q: Which is the smallest? (a) -1, (b) -1/2, (c) 0, (d) 3.

A: Which is the smallest?(a) -1,(b) -1/2,(c) 0,(d) 3.

Q: 4. (1.5 pts) Simplify the expression: (2x – 7)2 (2x -7)(2x-7)

A: simlify

Q: If (n, 15) = 1 and o(n) = 56, find o (75n).

A: Given: n, 15=1 and σn=56.To find: σ75n

Q: (7x² +7x) dx

A: The objective is to evaluate the integration

Q: x5 dx 3 (36x2 + 1)7

A: I am attaching image so that you understand each and every step.

Q: (2x+4) 2x+8x+d de

A:

Q: Evaluate:

A: Given

Q: 10 What is the 6th term of (x − 1)¹⁰-

A: To find 6th term of x-110. Formula for general term of expansion of a+bn is given as -…

Q: S7=1−1/√2+1/2−12/√2+14−14/√2+1/8.

A: Given:

Q: (x'.3 + 7x25) dx + 7x²5

A: Given, ∫x1.3+7x2.5dx  We have to find the integral.