Question

Given the formula C= 1/2t(c1-c2), solve for t.

Answer 1

`t=(2C)/(c1-c2)`

Explanation:

`C=(1)/(2)t(c1-c2)\\2(C)=2((1)/(2)t(c1-c2))\\2C=t(c1-c2)\\(2C)/(c1-c2)=(t(c1-c2))/(c1-c2)\\t=(2C)/(c1-c2)`

Answer 2

`t=(2C)/(c_(1)-c_(2))`

Explanation:

`C=(1)/(2)*t(c_(1)-C_(2))\\\\`

Multiply both sides by 2,

`2*C=2*(1)/(2)*t*(c_(1)-c_(2))\\\\2C=t*(c_(1)-c_(2))\\\\(2C)/((c_(1)-c_(2)))=t\\\\\\t=(2C)/(c_(1)-c_(2))`