Question

M_1N_1=M_2N_2O solve for N_2

Answer 1

that question looks confusing

Answer 2

\[m _{1}n _{1}=m _{2}n _{2}\]

Answer 3

Just divide both sides by N_1

Answer 4

\[m _{1}=\frac{m _{2}n _{2}}{n _{1}}\]

Answer 5

ohh ok thx

Answer 6

how would i get solve for n2

Answer 7

Same procedure...just divide both sides of the the original equation by m_2 instead (so that m_2 moves to the other side and n_2 is isolated).

Answer 8

would i divide the O also

Answer 9

i forgot to add the O

Answer 10

the O is after N2

Answer 11

Same deal...you would just divide both sides by m_2O.

If the original equation was actually this:\[m_1n_1=m_2n_2O\]Solving it for m1 would be:\[m_1=\frac{m_2n_2O}{n_1}\]Solving it for n2 would be:\[n_2=\frac{m_1n_1}{m_2O}\]