Solve 25^2+3^4-25^43+sqrt{169}+45^43+28-13

$$25 ^ { 2 } + 3 ^ { 4 } - 25 ^ { 4 } 3 + \sqrt { 169 } + 45 ^ { 4 } 3 + 28 - 13$$

Evaluate

$$11130734$$

Solution Steps

Calculate 25 to the power of 2 and get 625.

$$625+3^{4}-25^{4}\times 3+\sqrt{169}+45^{4}\times 3+28-13$$

Calculate 3 to the power of 4 and get 81.

$$625+81-25^{4}\times 3+\sqrt{169}+45^{4}\times 3+28-13$$

Add 625 and 81 to get 706.

$$706-25^{4}\times 3+\sqrt{169}+45^{4}\times 3+28-13$$

Calculate 25 to the power of 4 and get 390625.

$$706-390625\times 3+\sqrt{169}+45^{4}\times 3+28-13$$

Multiply 390625 and 3 to get 1171875.

$$706-1171875+\sqrt{169}+45^{4}\times 3+28-13$$

Subtract 1171875 from 706 to get -1171169.

$$-1171169+\sqrt{169}+45^{4}\times 3+28-13$$

Calculate the square root of 169 and get 13.

$$-1171169+13+45^{4}\times 3+28-13$$

Add -1171169 and 13 to get -1171156.

$$-1171156+45^{4}\times 3+28-13$$

Calculate 45 to the power of 4 and get 4100625.

$$-1171156+4100625\times 3+28-13$$

Multiply 4100625 and 3 to get 12301875.

$$-1171156+12301875+28-13$$

Add -1171156 and 12301875 to get 11130719.

$$11130719+28-13$$

Add 11130719 and 28 to get 11130747.

$$11130747-13$$

Subtract 13 from 11130747 to get 11130734.

$$11130734$$

Factor

$$2\times 5565367$$