Solve L=(600)^2/(4.72*500*2*3.1416*60)

$$L = ( 600 ) ^ { 2 } / ( 4.72 * 500 * 2 * 3.1416 * 60 )$$

Solve for L

$$L=\frac{31250}{77231}\approx 0.404630265$$

Steps for Solving Linear Equation

Calculate 600 to the power of 2 and get 360000.

$$L=\frac{360000}{4.72\times 500\times 2\times 3.1416\times 60}$$

Multiply 4.72 and 500 to get 2360.

$$L=\frac{360000}{2360\times 2\times 3.1416\times 60}$$

Multiply 2360 and 2 to get 4720.

$$L=\frac{360000}{4720\times 3.1416\times 60}$$

Multiply 4720 and 3.1416 to get 14828.352.

$$L=\frac{360000}{14828.352\times 60}$$

Multiply 14828.352 and 60 to get 889701.12.

$$L=\frac{360000}{889701.12}$$

Expand \frac{360000}{889701.12} by multiplying both numerator and the denominator by 100.

$$L=\frac{36000000}{88970112}$$

Reduce the fraction \frac{36000000}{88970112} to lowest terms by extracting and canceling out 1152.

$$L=\frac{31250}{77231}$$

Assign L

$$L≔\frac{31250}{77231}$$