2/61(z - 91) хр x16 S

Q: How did you get the 1 over x^2 in the denominator: -x(8+ 1/x^2)?

A: We have to find the limit of the function:    when x approaches to infinity.

Q: 1+(x4/4 - 1/2 + 1/4x4

A:

Q: 2 (b) ₁² ( + 6x) dx X

A: ∫xndx=xn+1n+1+c∫14(2x+6x)dx=2∫141xdx+6∫14xdx

Q: how can -5 not be included when it would give 1/50 when plugged in?

A: The answer is in step 2.

Q: Simplify: (– 2a*) 4x8 Simplify: (5æy*) (2a²y') Simplify: (2'y-2) (x-ly°)

A:

Q: 3x 9. Subtract and simplify: х2-2х-3 x2-2x-3

A:

Q: 3/4x2-25/8x=25/8

A: Case 1:First simplify the given equation as follows.

Q: 8. Multiply the following: a. (x3)(x2) = b. (x7)(x10) = c. (2s4)(-6s5) = d. (-30x)(3x) =

A:

Q: Expand and simplify: (9z - 2z+ 10)(3z + 12)

A:

Q: Salve the fallainequations mithont

A:

Q: 1/3(12x-6)=4x-9

A: the given expression is 1312x-6=4x-9.

Q: ((1÷x)+3)^0.5

A: Solve 1÷x+30.5

Q: (10x-19) (3r + 2) (5x-3)

A: We will use the exterior angle property of a triangle that states that an exterior angle is equal to…

Q: Perform the indicated operations: (1 -1/x)(1 - 1/(x +1)(1 - 1/(x+2)(1 - 1/(x+3) ?

A: Given expression, 1-1x1-1x+11-1x+21-1x+3

Q: Multiply: (6r°y")(-3x°y) b. (10x*y°z^)(3x*y°z²). а.

A: Solution: (a) Consider the given products are: 6x5y7-3x2y4 Further simplifying we have 6x5y7-3x2y4 =…

Q: (81x2 - 4y2)-1/2

A:

Q: 5) Simplify: 10x ³/4 x 5x1/4x1/6 3/4-1/12

A: According to question,Given expression,10 x34x-1125x-14x-16

Q: 7)^-2(4s/6t)^-2

A:

Q: 2/4/5 divided by 2/1/3

A:

Q: 4y3/(5x)2 divided by (2y)2/10x3

A: Given that

Q: 1/1443x+2=12x+3

A:

Q: simplify completely 1/x -4/x2 /1-16/x2

A: First of all, consider the given expression.Make two assumptions.

Q: -7/5 divided by (1/2 - (-1/4))

A: -75÷12--14 To simplify it we apply PEMDAS order of operation first simplify the parenthesis part

Q: Fill in the blank/s:

A: Consider  a+bn

Q: 1/3(15x-9)-1/4(28x-3y)

A: LCM of 3(15x-9) and 4(28x-3y) is= 12(15x-9)(28x-3y)

Q: 24/18-x )-(24/18+x)

A: The detailed solution is given below Thank you

Q: Multiply the following. (3x - 4)(x³ – x + 2) (3x – 4) (x³ – x + 2) = (Simplify your answer.)

A: First, multiply each of the terms and then add or subtract the terms with the same variables…