2 0 -8x5 + 15x¹9x³ + 3x²5x+2) d

Q: 6-4x 7x-9x + 10. %3D

A:

Q: Find (5a2 + 3z")da + C

A: To evaluate:∫5x2+3x7dx

Q: 3+2x7=

A: We first multiply 2x72x7=14Because of PEMDAS we multiply first.

Q: What is the quotient when 2x5 + 11x* + 9x³ - 15x2 + 10x – 2 is divided by x² + 3x - 1? A. 2x3 + 5x2…

A:

Q: Find Domain    8x2 + 2x − 1

A: 8x2 + 2x − 1 is a polynomial. The domain of a polynomial is the entire set of real numbers.

Q: Differentiate In (5x² +1) 6x³ + 1

A:

Q: Find CD 2x + 1 2x C • 13

A:

Q: -11x-(7-5x)-1/2(6x+4)

A: Given,

Q: 3(6x+4)=4x-12

A:

Q: 8) (16x³ + 32x² - 12x) ÷ (-8x²) =

A: Perform division

Q: (0.63x2 – 4.215x + 0.892) – 0.47(2x2-3x+5)

A: (0.63x2 – 4.215x + 0.892) – 0.47(2x2-3x+5)

Q: 3(4+6x)+4x=

A: Given:

Q: Expand (5х3 — 12х? )3

A: Use the expansion formula

Q: 3x8y+81x5y

A: To factor

Q: What is 2x+(-4x-6x)

A: Find 2x+(-4x-6x)

Q: 4-(39x+6)=90

A: given equation is, 4 - (39x +6) = 90

Q: 30= 6{2x+3}

A: To determine: To solve for x. Given equation: 30=62x+3

Q: 5) (4x3 – 7x) (2x - 1)

A: Simplify Taking x common

Q: Evaluate 2x2 +1+2/ dr.

A: First we distribute the x and write using exponents.

Q: 6x+3 J x+sx +6

A:

Q: 2-2x41=2 メ+

A:

Q: ) 2x+4 16

A:

Q: 7. 1 (5x+ 14) (8x– 10)

A: Assuming both the lines are parallel and line 1 passes through them. Then

Q: 3x6 + 6x,

A: Given: To simplify 3x6+6x

Q: 1) Add 3x3 – 4x +7 and -8x3 -9x + 2

A:

Q: 9(7x9)

A: 567

Q: x^2+4x+8x= what?

A:

Q: (4x²+6²)

A:

Q: O Divide x5- 3x" + x + 5x -2 bx x*+l.

A:

Q: 2) 4x-5)12x- 39x+30

A: our objective is to find the division