Solve 3,88^2+3,12^2/2+3,88*3,12

$$\frac { 3,88 ^ { 2 } + 3,12 ^ { 2 } } { 2 } + 3,88 \cdot 3,12$$

Evaluate

$$11844,1056$$

Solution Steps

Calculate 88 to the power of 2 and get 7744.

$$\frac{3\times 7744+3\times 12^{2}}{2}+3,88\times 3,12$$

Multiply 3 and 7744 to get 23232.

$$\frac{23232+3\times 12^{2}}{2}+3,88\times 3,12$$

Calculate 12 to the power of 2 and get 144.

$$\frac{23232+3\times 144}{2}+3,88\times 3,12$$

Multiply 3 and 144 to get 432.

$$\frac{23232+432}{2}+3,88\times 3,12$$

Add 23232 and 432 to get 23664.

$$\frac{23664}{2}+3,88\times 3,12$$

Divide 23664 by 2 to get 11832.

$$11832+3,88\times 3,12$$

Multiply 3,88 and 3,12 to get 12,1056.

$$11832+12,1056$$

Add 11832 and 12,1056 to get 11844,1056.

$$11844,1056$$

Factor

$$\frac{2 \cdot 3 \cdot 1233761}{5 ^ {4}} = 11844\frac{66}{625} = 11844.1056$$