It is possible to find two integers whose multiplication is -4 and whose summation is 0. Select one: O True OFalse It is possible to find two numbers whose multiplication is-9 and whose summation is 0. Select one: O True O False If a set A is a subset of a set B, then A has less number of elements than B. Select one: O True O False

Q: Please solve this

A:

Q: Solve 4x x-2 1 2 b. x= -2,2 a. x= 3x-2 x-2 for x. C. x = -2 d. x=2

A: We can answer the question as below.

Q: 5 x+60 3x-30 X 2x+30

A: Let AB = x + 60AC = 3x – 30BC = 2x + 30

Q: Cim 2x-y?

A:

Q: Find the positive number which gives the smallest answer when you add its square to 16 times its…

A: Let the number is x So,  when I add its square to 16 times its reciprocal, then I get: We have to…

Q: 3. 3 2 P + 40 -7P+2 }}

A: Given differential equation  D3+4D2-7D+2=0

Q: b by factory Solve -2 2p²² + p ²²-1 1 = 0 D

A:

Q: Can you please solve for 5A + 5B

A:

Q: Prove the equations = 1 and x= x+2 are x-2 equivalent?. Explain why or why not.

A:

Q: 1. 4x + 7 = 3x + 4 - x

A: To solve 4x+7=3x+4-x

Q: solve for x

A: Solve the equation for x as follows.

Q: how to solve x - 6y = 19 for y

A: how to solve x-6y=19 for y

Q: 7) Solve for x: 5x - 2x+7= 0 %3D

A: Solving by quadratic formula we can get

Q: 1. +b– uB = g

A:

Q: Solve for x -x + 5 2x | 21 28

A: Given the query is to find the value of x.

Q: 4) Solve for x: 3x-24 16 - 3x-12 12 = 3

A:

Q: X - 2y = 3  3x = 6y + 9 solve by substition

A:

Q: Solve for x and y 5y-4 x = y = 6x-4 12x-10 14

A: 1:

Q: Solve 71+3r9 +6xs- I+ I, = --2 211+ 8r2 + 16r3 - 3r4 +3x5 = -4 +20, + 4r3-3,+3x; -7

A:

Q: (s²-2s-1) ds (s²+1) (s-1)²

A:

Q: 6 (1– e-nS) s2 + 9

A: Solution :

Q: 12) Solve for x: /8r - 2= V5x + 10

A:

Q: Solve for y 6x + 2y = - 8

A:

Q: Solve for y 6x +3y = -9

A:

Q: Consider the following rational function. x² – 4x (x) x² – 4 Find any vertical asymptotes of the…

A:

Q: 28 2r +8 82 5x-4

A:

Q: for 1b of this question, could you explain why why all the solutions of the original equation are…

A: It is provided that the original equation is (x2+y2-1)2+4y2-1=0 and the corresponding polar equation…