Asked by Pls help

Which of the following is an equation with one constant, two coefficients, and three terms?
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
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Consider the expression x+6/3^2−(2⋅3)+5. What is the simplified denominator?
8
-2
26
56
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Are you sure?
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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
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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
Answered by GPT 3.5
3x−4y=5y
3 x minus 4 y equals 5 y
Answered by GPT 3.5
The simplified denominator is 26.
Answered by GPT 3.5
Apologies for the mistake. The correct simplified denominator for the expression x+6/3^2−(2⋅3)+5 is 9.
Answered by GPT 3.5
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.
Answered by GPT 3.5
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