Solve P=848^3/3-1248^2/2-8(48)+20000

$$P = 8 \frac{ { 48 }^{ 3 } }{ 3 } -12 \frac{ { 48 }^{ 2 } }{ 2 } -8(48)+20000$$

Solve for P

$$P=300704$$

Steps for Solving Linear Equation

Calculate 48 to the power of 3 and get 110592.

$$P=8\times \frac{110592}{3}-12\times \frac{48^{2}}{2}-8\times 48+20000$$

Divide 110592 by 3 to get 36864.

$$P=8\times 36864-12\times \frac{48^{2}}{2}-8\times 48+20000$$

Multiply 8 and 36864 to get 294912.

$$P=294912-12\times \frac{48^{2}}{2}-8\times 48+20000$$

Calculate 48 to the power of 2 and get 2304.

$$P=294912-12\times \frac{2304}{2}-8\times 48+20000$$

Divide 2304 by 2 to get 1152.

$$P=294912-12\times 1152-8\times 48+20000$$

Multiply 12 and 1152 to get 13824.

$$P=294912-13824-8\times 48+20000$$

Subtract 13824 from 294912 to get 281088.

$$P=281088-8\times 48+20000$$

Multiply 8 and 48 to get 384.

$$P=281088-384+20000$$

Subtract 384 from 281088 to get 280704.

$$P=280704+20000$$

Add 280704 and 20000 to get 300704.

$$P=300704$$

Assign P

$$P≔300704$$