1. Differentiate each of the following. a) f(x) = x³ + 5x+2 2 + 3x 4 – 5x b) y = c) g(x) = x² - 7x³ + √√x x²

Q: If f(x) = 2x +1 and g (x) = 4x - 4, what is f(0) x g (0)? A) -5 B) -4 C) 4 D) 8

A:

Q: d) f(x) (-5,8) = = x² - 1 3x - 40 Domain:

A:

Q: (Vx – 1)5

A:

Q: b) g(x)=2+√x-4

A:

Q: (4) √x³√x² +1dx

A: We solve the given problem using the substitution method.

Q: b. Evaluate (3x - 2) 2

A: Given indefinite integral is  Consider dx=(du)/3" data-mce-style="box-sizing: inherit; user-select:…

Q: f(x) =x* – 5x3 – 3x² + 6x – 2 a) 13) b) c)

A:

Q: 1. Divide. x4 – 2x2 + 7x x2 – x + 3

A:

Q: Find the value ofc that makes x² +10x +c a perfect square polynomial

A:

Q: a. C. .-4 xy-² (-9x²y³ X3x¹y)² (√27x6¹²) b. d. (V16x4) ×5x8 3x 5y³ 25y² 9x v-²)-²

A:

Q: Find all zeros. 15) f(x)= 3x-13x + 13x-3x 16) (x) =x-64

A:

Q: 14) dx कर Vx2 - 8x - 9

A: Question - Evaluate the integral.

Q: x²+6x+9 x+1 b) x = -6 4. Find the zeroes of f(x) = a) x = -3 c) x = -2 d) x = -5

A: This is a problem of real values function and analytic function.

Q: 5. Find mZHGI. F G (7x - 1) (4r + 3)"-

A:

Q: (2x-y² x + ydydx

A:

Q: √(3x − 5)(x² + 1)da

A:

Q: What is the resulting diagonalized

A: A quadratic form may be diagonalized by the following procedure: Find a variable x such that x2…

Q: Let g(x) = ax2 + bx + c. Evaluate _o( - b + √b² - 4ac). 2a a(=b+ -b+√√b² - 4ac 2a -

A: Given that,

Q: 4. What is the constant value (the term without a variable) of the product (3x - 1)(2a² – 6æ – 9)?

A:

Q: 5) Find GF

A: Given,

Q: 8.Differentiate the following. Do Not Simplify. 6x-x² a) y=√√5x²-3x(5-4x)³ b) y=√1-3x c) y = (x¹ -…

A:

Q: What is the exact value of Cos 13л 12 ?

A: let H=

Q: dx 10) √x²4(14+x²) a) - - - c) - 1 4X ㅗ 4x + 1 andan ²/3 + c autan 1/2/3 + c 8 I ondan 2/2 + c 8 j 8

A:

Q: Given that (3x2+4x)/(2x+9) = 45 Find x

A:

Q: Find the Laplace transform F(s) = L {f(t)} of the function f(t) = (9 − t) (u2(t) — u6(t))

A:

Q: 1. Expand the brackets a. X(x+2) b. X2(x+x2) c. 3x(x-y) d. 4x2(2-3x) e. X3(1+2x -x2) f.…

A: We can solve this by properties of power of polynomials xm*xn = xm+n