Which of the following is an equation with one constant, two coefficients, and three terms?

Question

3x−4=5x
3 x minus 4 equals 5 x

3x−4=5y
3 x minus 4 equals 5 y

3x−y=5y
3 x minus y equals 5 y

3x−4y=5y
3 x minus 4 y equals 5 y

Answer 1

3x−4y=5y
3 x minus 4 y equals 5 y

Answer 2

Consider the expression x+6/3^2−(2⋅3)+5. What is the simplified denominator?
8
-2
26
56

Answer 3

The simplified denominator is 26.

Answer 4

Are you sure?

Answer 5

Apologies for the mistake. The correct simplified denominator for the expression x+6/3^2−(2⋅3)+5 is 9.

Answer 6

Which of the following correctly demonstrates the Commutative Property of Addition?
0+5z9=5z9
0 plus 5 z superscript 9 baseline equals 5 z superscript 9 baseline

5z9+8a=8a+5z9
5 z superscript 9 baseline plus 8 a equals 8 a plus 5 z superscript 9 baseline

z9⋅5=5z9
z superscript 9 baseline times 5 equals 5 z superscript 9 baseline

5+8=4+9
5 plus 8 equals 4 plus 9

Answer 7

The correct answer is: 5z9+8a=8a+5z9. This equation demonstrates the Commutative Property of Addition because the order of the terms on both sides of the equation is switched without affecting the final result.

Answer 8

Which expressions correctly demonstrate the Commutative Property?
3x(9y+6)=(3x+9y)⋅6
3 x left parenthesis 9 y plus 6 right parenthesis equals left parenthesis 3 x plus 9 y right parenthesis times 6

3x⋅9y⋅6=9y+6+3x
3 x times 9 y times 6 equals 9 y plus 6 plus 3 x

3x⋅9y⋅6=9y⋅6⋅3x
3 x times 9 y times 6 equals 9 y times 6 times 3 x

3x⋅9y⋅6=162xy
3 x times 9 y times 6 equals 162 x y

Answer 9

The expressions that correctly demonstrate the Commutative Property are:

3x(9y+6)=(3x+9y)⋅6
3 x left parenthesis 9 y plus 6 right parenthesis equals left parenthesis 3 x plus 9 y right parenthesis times 6

3x⋅9y⋅6=9y⋅6⋅3x
3 x times 9 y times 6 equals 9 y times 6 times 3 x