Transpose (d) when v=12(D-d)/L?

To transpose the equation when v=12(D-d)/L, we need to solve for d.

Given equation: v = 12(D-d)/L

First, multiply both sides by L to get rid of the denominator:

vL = 12(D-d)

Next, divide both sides by 12 to isolate (D-d):

vL/12 = D-d

Now, to solve for d, we need to isolate d by subtracting D from both sides:

d = D - vL/12

Therefore, the transposed equation when v=12(D-d)/L is d = D - vL/12.

$$v=12(D-d)/L$$


$$Lv=12(D-d)$$


$$\frac{Lv}{12}=D-d$$


$$D=\frac{Lv}{12}+d$$