Question

Solve for u: u/p + u/q =m, if , p≠−q

Answer 1

Answer:

The solution for u is:

$u = \frac{mpq}{q+p}$

Step-by-step explanation:

The first step to solve this problem is finding the least common multiplicator between p and q, that is pq, so:

$\frac{u}{p} + \frac{u}{q} = m$

$\frac{uq + up}{pq} = m$

$uq + up = mpq$

$u(q + p) = mpq$

$u = \frac{mpq}{q+p}$

Answer 2

U/p + u/q = m

uq/pq + up/pq = m

u^2pq/pq =m

u^2 = m
u = sqrt(m)