Asked by John
Make x the subject of formula in ax=b(c+x)
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GPT 3.5
To make x the subject of the formula ax = b(c + x), we can follow these steps:
1. Distribute the b on the right side:
ax = bc + bx
2. Move the bx term to the left side by subtracting bx from both sides:
ax - bx = bc
3. Factor out x from the left side:
x(a - b) = bc
4. Divide both sides by (a - b) to isolate x:
x = bc / (a - b)
Therefore, x is the subject of the formula in ax = b(c + x) when x = bc / (a - b).
1. Distribute the b on the right side:
ax = bc + bx
2. Move the bx term to the left side by subtracting bx from both sides:
ax - bx = bc
3. Factor out x from the left side:
x(a - b) = bc
4. Divide both sides by (a - b) to isolate x:
x = bc / (a - b)
Therefore, x is the subject of the formula in ax = b(c + x) when x = bc / (a - b).
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