ey/n + k = t for y
Let's take this literal equation in pieces:
Subtract k from each side:
ey/n + k - k = t - k
Cancel the k's on the left side, we have:
ey/n = t - k
Now multiply each side by n:
ney/n = n(t - k)
Cancel the n's on the left side, we have:
ey = n(t - k)
Divide each side by e:
ey/e = n(t - k)/e
Cancel the e's on the left side, we have:
y = n(t - k)/e
Let's take this literal equation in pieces:
Subtract k from each side:
ey/n + k - k = t - k
Cancel the k's on the left side, we have:
ey/n = t - k
Now multiply each side by n:
ney/n = n(t - k)
Cancel the n's on the left side, we have:
ey = n(t - k)
Divide each side by e:
ey/e = n(t - k)/e
Cancel the e's on the left side, we have:
y = n(t - k)/e