Solve 195*(319.73-304)=195*319.73-p*304

$$195 \cdot ( 319.73 - 304 ) = 195 \cdot 319.73 - p \cdot 304$$

Solve for p

$$p=195$$

Steps for Solving Linear Equation

Subtract 304 from 319.73 to get 15.73.

$$195\times 15.73=195\times 319.73-p\times 304$$

Multiply 195 and 15.73 to get 3067.35.

$$3067.35=195\times 319.73-p\times 304$$

Multiply 195 and 319.73 to get 62347.35.

$$3067.35=62347.35-p\times 304$$

Swap sides so that all variable terms are on the left hand side.

$$62347.35-p\times 304=3067.35$$

Multiply -1 and 304 to get -304.

$$62347.35-304p=3067.35$$

Subtract 62347.35 from both sides.

$$-304p=3067.35-62347.35$$

Subtract 62347.35 from 3067.35 to get -59280.

$$-304p=-59280$$

Divide both sides by -304.

$$p=\frac{-59280}{-304}$$

Divide -59280 by -304 to get 195.

$$p=195$$