Solve P=8(48)^3/3-12(48)/2-80

$$P = 8 \frac { ( 48 ) ^ { 3 } } { 3 } - 12 \frac { ( 48 ) } { 2 } - 80$$

Solve for P

$$P=294544$$

Steps for Solving Linear Equation

Calculate 48 to the power of 3 and get 110592.

$$P=8\times \frac{110592}{3}-12\times \frac{48}{2}-80$$

Divide 110592 by 3 to get 36864.

$$P=8\times 36864-12\times \frac{48}{2}-80$$

Multiply 8 and 36864 to get 294912.

$$P=294912-12\times \frac{48}{2}-80$$

Divide 48 by 2 to get 24.

$$P=294912-12\times 24-80$$

Multiply 12 and 24 to get 288.

$$P=294912-288-80$$

Subtract 288 from 294912 to get 294624.

$$P=294624-80$$

Subtract 80 from 294624 to get 294544.

$$P=294544$$

Assign P

$$P≔294544$$