Drag each step and justification to the correct location on the table. Each step and justification can be used more than once, but not all steps and justifications will be used.

Given equation :
2/3 y + 15 = 9.
We need to subtract 15 from both sides first.
Now, we need to simplify it.
We get
Now, we need to get rid 2/3 from left side.
On multiplying both sides by 3/2,
On simplifying, we get
Subtraction is a mathematical operation that reflects the removal of things from a collection. The steps can be arranged in the following way, as shown below.
Subtraction is a mathematical operation that reflects the removal of things from a collection. The negative symbol represents subtraction.
The steps can be arranged in the following way, as shown below.
[tex]\dfrac23y+15=9[/tex] → Given
[tex]\dfrac23y+15-15=9-15[/tex] → Subtraction property of equality
[tex]\dfrac23y=-6[/tex] → Simplification
[tex]\dfrac23y \times \dfrac32=-6 \times \dfrac32[/tex] → Multiplication property of equality
[tex]y = -9[/tex] → Simplification
Hence, the steps can be arranged in the following way, as shown above.
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