Sentence examples for multiplying both sides from inspiring English sources

By multiplying both sides by P(N), which is between 0 and 1.

So multiplying both sides of the Fourier series and then doing the integration leads us, after the appropriate manipulation, to the expression that I have up here.

Multiplying both sides of.

Multiplying both sides of (3.41).

Then, by multiplying both sides of Eqs.

Multiplying both sides of (3.6) by (3.8).

Multiplying both sides of (2.3) by, then (2.5).

Multiplying both sides of (3.5) by, we have.

By multiplying both sides of (1.9) by, we get (2.11).

Multiplying both sides of (2.16) by, we have (2.17).

Multiplying both sides of (3.12) by, one has (3.13).