(e) L-1 e-3s $² + 100}

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: Simplify:(3x- 1)0

A:

Q: 4 - 23x-2 = 5 . 32x+1

A: The objective is to find the value of x

Q: 2/3x=-8/3

A:

Q: Write 3.4 8 with rational exponents 9x(i) yz² 9x() yz? 2x(금) yz? 3x(:) yz²

A:

Q: 71. (2x) (2x)3

A: Given problem is

Q: | 8 - 3s | = 9/2

A: To solve: |8-3s|=92 Solution: |8-3s|=92 On simplifying further we get: |8-3s|=92⇒8-3s=±92…

Q: What is the value of the expression 4m - (18/n)

A:

Q: (32-4/5)(16-2/4)

A: We know 3215=224=161614=222=4 am=1a-m

Q: (-3)^-4

A: The given expression is

Q: Simplify

A: To simplify

Q: x + 5 > x-1

A: We need to solve inequality.

Q: Simplify 13/7 - 2/5

A: The given expression is 137-25

Q: -7/6 - (-2/9) =-25/18

A: Consider L.H.S. and Solve by taking LCM of denominators.LCM of denominators (6,9) = 18

Q: 32-x=9x^2

A:

Q: Simplify: a/c +2/5-1/c

A: Given, ac+25-1c To simplify the given expression.

Q: (2x_48-1)

A:

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

A:

Q: the difference between 5^-4 and (-5)^4 ?  Find the value for each.

A:

Q: (3a^3)(−2a^−5)

A:

Q: (ii) Evaluate L-¹ {,2²9}. [2

A: Sol:- L-12s2+9 =L-123·3s2+32

Q: ∫xdx/9+x4

A:

Q: What (x-3)^2?

A:

Q: Simplify

A:

Q: so the answer is x^3 =8 because x=2 there 2^3=8

A: One example of an equation that satisfies all the given conditions is:   e^x - e^3 = 0   In this…

Q: 6

A: