Question

if ey/n +k=t what is yin terms of e,n,k and t

Answer 1

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Answer 2

Simple matter of rearranging. Subtract both sides by k to get: ey/n + k -k = t-k
Which is equal to: ey/n = (t-k). Then multiply both sides by n: (ey/n)*n = (t-k)*n. This simplkifies to: ey = (t-k)*n. Finally, divide both sides by e: ey/e = ((t-k)*n)/e. Which simplifies to:
\[y = \frac{ n(t-k) }{ e }\]

Answer 3

carson889 thank you

Answer 4

a+ar=b+r the value of a in terms of b and r can be expressed as?

Answer 5

For this one we factor out from the left side the variable a: a(1 + r) = b + r. We don't have to do it to the right side because we have technically not changed the overall equation just simplified the left side. Now since we have a isolated we divide both sides by (1+r):
\[\frac{ a(1+r) }{ (1+r) } = \frac{ b+r }{ 1+r }\]
\[a = \frac{ b+r }{ 1 +r }\]