3xy (x + 1) = 3x²y + 3xy O True O False

Q: Divide. 3x – 3 7x - 7 Sx2 24 (x - 1) 7x(x - 1)

A:

Q: –x + 3y = 6  x + 3y = 18

A:

Q: Add  (x3y2 + 4x2y3 + 3xy + 3) + (x2y3 + 4x3y2 + 3xy + 2 )

A: To add the expression

Q: a 3= 1 2+x

A:

Q: Simplify (3x³ + 5z − 1) ÷ (x + 1) O 3z² + 3z +8+- O 32³-32² +8z-9 3x³ +3z² +8z+7 O 32²- 3z +8-7271

A:

Q: EXE N)(2x +3=4x+2). %3D O True O False

A: We now check whether the following is true or false. (∃ x ∈ N)(2x+3=4x+2) i.e. there exists x ∈ N…

Q: Enclosed by x² + 4y² = 16

A:

Q: 9x+4y=13 3x+5y=9

A:

Q: Describe the structure of the expression 3xy+5(x-4) ²-7y².

A:

Q: -5-9х %3D 3(1-3х) — 8

A: Given: -5-9x=31-3x-8

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

A:

Q: Evaluate each expression if x = 3 and y = - 1.(a) x + 3y  (b) 5xy   (c) 3y/ (2 - 2x)  (d) ǀ- 4x + y…

A: (a)x+3yx=3,y=-1x+3y=3+3(-1)x+3y=3-3x+3y=0(b)5xy5xy=5(3)(-1)5xy=-15

Q: x² 2- 1人

A:

Q: 15х - 12у 13 30x + 9y = 4

A: Follow next step

Q: x + 4y = –8 x – 4y = –8

A: The given system of linear equations is consistent and has unique solution.

Q: 6 8. 6x - 3y = 15 4x – 3y =-5

A:

Q: How to 3x-2 gel 8x +4

A:

Q: 3t(2P - 5t + 4) = 68 - 15P + 12t O True False

A: We have To verify 3t(2t2-5t+4)=6t3-15t2+12t

Q: -6x > -24 and x + 6 > 3 す

A: We have to find solution

Q: In x + 2ln y

A: The objective is to simplify the given expression.

Q: Find x1 and x2- 4 1 2 2 -2 6 X2 x1 2=

A: The given matrix is,

Q: ×(x+6)=9

A:

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

A:

Q: 5xy (3x – 4y + 1) = 15x²y - 20xy2 + 5xy O True O False

A: