5) Find CD 2x +21 C D x + 21 10

Q: (а) 5x/1 – x²dx

A:

Q: Evaluate kr³/9x2

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Q: 9x²+4 (3x³-4-8)² S dx

A: Given : Integral : ∫9x2 + 43x3 - 4x - 82dx   To evaluate : The given integral

Q: Find mZ1. 16. (5x + 14) 1 (7x – 12)

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Q: log (x*+3x +9) = 2

A:

Q: 3. 9x -dx (x² +7)

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Q: 2 9.) (3x° -7x- 22x+ 8) ÷ ( 3x–1) 3

A: Given query is to perform the division.

Q: Sobe by Sato titator 2X x2 +8X+25

A:

Q: 4x+8 (x+2) ³ 3). D. Ba -dx

A: This is a problem related to integration. Based on the general formula and concept we will evaluate…

Q: b. Px(m + n)- 16(m+ n) (x² 主 - 4) (x + ) (m + n)

A:

Q: 14. Find MZWYZ.

A: Given data: The first angle given is ∠VYZ=(16x-3)°. The second angle is ∠WVX=(3x-7)°. The triangle…

Q: 8* If 24x² + 72x+3m 6 = (ax + b)² for all x, then find a, b, and m.

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Q: 3 9x + 4x -dx- 4 9 + 4r

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Q: Show that (A + B)² is different from A? + 2AB+ B², when 1 A = 2 1 and B 3

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Q: a) 5x2 + 22x + 8 = 0   b) 8x2 + 2x – 15 = 0

A: NOTE: Refresh your page if you can't see any equations. .

Q: 2x3 + 1 x3

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Q: 23) 9 &x + 10

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Q: 2х (b) 2 +1)

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Q: (a²-3ab+2b²)+(-4a²+5ab-b²)

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Q: 8(4x - 3) + 2x – 9

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Q: verify that 3(A + B) = 3A + 3B

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Q: What is the degree of 6a8 -8a 2a - 2a?

A: Concept Used:Degree of the polynomial:It is the highest degree of monomials (individual term) with…

Q: 4x +4 C) Evaluate x++2x +1

A: To solve the following problem by using the rule of integration.

Q: 14. (3x + 2)(9x² – 6x + 4)

A: Simplifying the above expression.

Q: 7(3x+4)

A: Given expression is,

Q: ) 2x+4 16

A:

Q: What is 7b + 6 -3b + 3

A: Explanation of the answer is as follows

Q: 10. Remove the parentheses by multiplication: a. 6(3a-4) = b. x(2x + 10) = c. 9(9x-9) = d.…

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Q: 3 5.) (x+ 7x-44) ÷ (x+ 9)

A:

Q: What is 2y+2x ?

A: Evaluate expression 2y+2x

Q: 7. 1 (5x+ 14) (8x– 10)

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

Q: 320v-2880³ +2560 = 0

A: I have stated the used formula at the bottom of the solution.

Q: What is the measure of GJ 4x+5 2x+11

A: In the given figure we have two right triangles GIH and GIJ , right angled at I.

Q: Add (4x4−8x2+5x−6) and (3x3−7x2+18)     A. 7x3−15x2+5x+12 B. 4x4+3x3−15x2+5x+12 C. 4x4+3x3−15x2+12…

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

A: