(m1+¹, (m+1)! +1) 7 = 1

Q: What is the result of 1+1?

A:

Q: 121=(4q+5)2

A: To calculate the value of q from the provided equation which is mentioned below,

Q: -8(3p + 4)=8p

A: Given  -8(3p + 4)=8p  p =?

Q: Э3: 4ln(2x+3)%3D In 2+1

A: Given equation: 4ln2x+3=ln2+1 We know that the value of ln2=0.693147…

Q: -3(7a)

A: To evaluate-3(7a)

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

A: Given,

Q: find (2n +1)! = 120

A: Here we have to find the value of n.  2n+1!=120

Q: (9m6n) + (m + 2n)

A:

Q: D. (5x-22)*. (2x+35)*

A:

Q: 4(5+6)=

A: Given: 4(5+6)=

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

A:

Q: -2(5a)

A: To evaluate-2(5a)

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

A: Given:

Q: (n + 4)3 =

A: Given query is to expand (n+4)3

Q: 5(3+7x+4) = 30

A:

Q: what is (2 -4x)=1

A:

Q: 2х (b) 2 +1)

A:

Q: 3r² + 10x + 7) In (z²+3) dz

A: I am attaching image so that you understand each and every step.

Q: 5(22x+1) = 8x

A:

Q: 2(3w+8)=40

A:

Q: 4.) Simplify: -7x + 8 – (2x – 19)

A:

Q: 6(x+9)=2

A:

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

A:

Q: Find f- (3) – 4ƒ(6).

A: Given: The table x f(x) 1 4 2 1 3 2 4 6 5 3 6 5

Q: 7. 1 (5x+ 14) (8x– 10)

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

Q: 5(2p-6)=40

A: To determine the value of p from the given equation.

Q: 8(7a+3)=304

A:

Q: 1(3×+9)=7(8)=

A: Given  13x+9 = 78 ⇒3x+9= 7×8  ⇒3x+9= 56