Content Level-1 Problem-7 Click for video
| Steps | Problem | Solution |
|---|---|---|
1 |
Solve the equation |
\$ 3(x+4)-1=-7 \$ |
2 |
Given equation |
\$ 3(x+4)-1=-7 \$ |
3 |
Transver "-1" from left to right hans side we get |
\$ 3(x+4)=-7+1 \$ |
4 |
After simplification we get |
\$ 3(x+4)=-6 \$ |
5 |
Dividing on both sides by "3" we get |
\$ (3(x+4))/3=-6/3 \$ |
6 |
After cancellation we get |
\$ x+4=-2 \$ |
7 |
Transver "+4" from left to right hans side we get |
\$ x=-2-4 \$ |
8 |
After simplification we get |
\$ x=-6 \$ |
9 |
Hence the solution of the equation is |
\$ x=-6 \$ |
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