The steps to solve the given equation for $x$ are shown below.
Given:$10+8 x=18+4 x$
Step 1:$10+8 x+(-4 x)=18+4 x+(-4 x)$
Step 2:$10+4 x=18+0$
Step 3:$10+4 x=18$
Step 4:$(-10)+10+4 x=(-10)+18$
Step 5:$0+4 x=8$
Step 6:$4 x=8$
Step 7:$4 x \cdot \frac{1}{4}= 8 \cdot \frac{1}{4}$
Step 8:$x=2$
Select the property which is being used to write step 2.
Aadditive identity property
Bassociative property
Cinverse property of addition
Dmultiplicative identity property
Given: | $10+8 x=18+4 x$ |
Step 1: | $10+8 x+(-4 x)=18+4 x+(-4 x)$ |
Step 2: | $10+4 x=18+0$ |
Step 3: | $10+4 x=18$ |
Step 4: | $(-10)+10+4 x=(-10)+18$ |
Step 5: | $0+4 x=8$ |
Step 6: | $4 x=8$ |
Step 7: | $4 x \cdot \frac{1}{4}= 8 \cdot \frac{1}{4}$ |
Step 8: | $x=2$ |
Aadditive identity property
Bassociative property
Cinverse property of addition
Dmultiplicative identity property