Solve 0.0168p/1.19*8.31=0.0224p/1.37*8.31

$$\frac { 0.0168 p } { 1.19 \cdot 8.31 } = \frac { 0.0224 p } { 1.37 \cdot 8.31 }$$

Solve for p

$$p=0$$

Steps for Solving Linear Equation

Multiply 1.19 and 8.31 to get 9.8889.

$$\frac{0.0168p}{9.8889}=\frac{0.0224p}{1.37\times 8.31}$$

Divide 0.0168p by 9.8889 to get \frac{8}{4709}p.

$$\frac{8}{4709}p=\frac{0.0224p}{1.37\times 8.31}$$

Multiply 1.37 and 8.31 to get 11.3847.

$$\frac{8}{4709}p=\frac{0.0224p}{11.3847}$$

Divide 0.0224p by 11.3847 to get \frac{224}{113847}p.

$$\frac{8}{4709}p=\frac{224}{113847}p$$

Subtract \frac{224}{113847}p from both sides.

$$\frac{8}{4709}p-\frac{224}{113847}p=0$$

Combine \frac{8}{4709}p and -\frac{224}{113847}p to get -\frac{520}{1935399}p.

$$-\frac{520}{1935399}p=0$$

Product of two numbers is equal to 0 if at least one of them is 0. Since -\frac{520}{1935399} is not equal to 0, p must be equal to 0.

$$p=0$$