Solve 4+3(7+2(4+9)+8*11+2)+7

$$4 + 3 ( 7 + 2 ( 4 + 9 ) + 8 \cdot 11 + 2 ) + 7$$

Evaluate

$$380$$

Solution Steps

Add 4 and 9 to get 13.

$$4+3\left(7+2\times 13+8\times 11+2\right)+7$$

Multiply 2 and 13 to get 26.

$$4+3\left(7+26+8\times 11+2\right)+7$$

Add 7 and 26 to get 33.

$$4+3\left(33+8\times 11+2\right)+7$$

Multiply 8 and 11 to get 88.

$$4+3\left(33+88+2\right)+7$$

Add 33 and 88 to get 121.

$$4+3\left(121+2\right)+7$$

Add 121 and 2 to get 123.

$$4+3\times 123+7$$

Multiply 3 and 123 to get 369.

$$4+369+7$$

Add 4 and 369 to get 373.

$$373+7$$

Add 373 and 7 to get 380.

$$380$$

Factor

$$2^{2}\times 5\times 19$$