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Mathematics, 01.07.2021 04:40 alyxkellar06

Drag a statement or reason to each box to complete this proof. If βˆ’2(x+1)=8, then x=βˆ’5.

Statement Reason
1. βˆ’2(x+1)=8 Given
2. βˆ’2(x+1)βˆ’2=8βˆ’2 Response area
3. Response area Simplifying
4. x+1βˆ’1=βˆ’4βˆ’1 Response area
5. Response area Simplifying

Drag a statement or reason to each box to complete this proof.

If βˆ’2(x+1)=8, then x=βˆ’5.

Statement Reason
1. βˆ’2(x+1)=8 Given
2. βˆ’2(x+1)βˆ’2=8βˆ’2 Response area
3. Response area Simplifying
4. x+1βˆ’1=βˆ’4βˆ’1 Response area
5. Response area Simplifying

Drag a statement or reason to each box to complete this proof.

If βˆ’2(x+1)=8, then x=βˆ’5.

Statement Reason
1. βˆ’2(x+1)=8 Given
2. βˆ’2(x+1)βˆ’2=8βˆ’2 Response area
3. Response area Simplifying
4. x+1βˆ’1=βˆ’4βˆ’1 Response area
5. Response area Simplifying

Drag a statement or reason to each box to complete this proof.

If βˆ’2(x+1)=8, then x=βˆ’5.

Statement Reason
1. βˆ’2(x+1)=8 Given
2. βˆ’2(x+1)βˆ’2=8βˆ’2 Response area
3. Response area Simplifying
4. x+1βˆ’1=βˆ’4βˆ’1 Response area
5. Response area Simplifying

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Drag a statement or reason to each box to complete this proof. If βˆ’2(x+1)=8, then x=βˆ’5.

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