1. Set-up only the definite integral to determine the area of the region bounded by y = x² - 4x +3 and y = -x² + 2x + 3 by using (a) vertical strips, and (b) horizontal strips 5T 2. Set-up only the definite integral to determine the volume of the solid of revolution by revolving the region bounded by y = sin x and y = cos x, ≤ x ≤5, about the y -axis using (a) Disk or washer method, and (b) Cylindrical Shell method

Q: Solve for the value of x. P (3x + 10) (5x + 10) (4x + 25)

A: In given figure∠P+∠R=180°3x+10+5x+10=1808x=180-20x=1608x=20

Q: Solve for x. 4 (х + 4) — 14 — х +8 Enter the exact answer. x = Number

A:

Q: Question is in photo, thanks!

A: Given:

Q: . Solve 2(x- 3) – 17= 13 – 3(x+ 2) Answer: |

A:

Q: How many different solutions does the following equation have? 2x 1 2x + 7 3x 4 3x + 2 1 2 3 4 ***…

A: (2x-1)/(3x-4)= (2x+7)/(3x+2)  Here we find how many different solution in x does the given equation…

Q: Solve for x х— 1 6 21 Зх + 1

A: To find out value of x  3x+1/x-1= 21/6 18x+6 = 21x -21  27 = 3x  x= 9

Q: Missing one of the solutions. fg?

A: The given functions are;  f(x)=(x2+9x), g(x)=(1-x2).

Q: Solve the equatio6 3 1 y. *Preview

A: Simplify the given equation to compute the value of y as below.

Q: 4 -dp- х3 — 4x2 + 8х

A:

Q: 2x4+12x3+13x2+3x-3=0 solve for x

A: To find roots of-        2x4+12x3+13x2+3x-3=0

Q: Solve the rest

A: The figure is given as,

Q: 3 Solve: (4x³ + 5x − 3) ÷ (x + 1)

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Q: Solve | | - 3x +8 24

A:

Q: 8*+9 = 32*-3 3(4x-1) = 4(x+3) (round to two decimal)

A:

Q: ( -2 -3) square root + 4/2 cube

A: To evaluate

Q: 2 63 x Find the value of

A:

Q: 36= (3²) (5⁰) (x-²)

A:

Q: tanx 2 √2² sec xdx

A:

Q: Solve the 8+ loa(16x

A: Given: 8+log16x=28-3logx      ......(1) Subtracting 8 from both sides of equation (1), we get…

Q: Solve; 3(a - 3)2 = 54 Solve; 3 minus square root of x equals square root of x minus 3 end root

A: Given,          3a-32=54 ; 3 minus square root of x equals square root of x minus 3 end root.