Solve frac{(12*144*20)+(3*sqrt{4})}{7}+(3*11)=

$$\frac{ (12 \times 144 \times 20)+(3 \times \sqrt{ 4 } ) }{ 7 } +(3 \times 11)=$$

Evaluate

$$4971$$

Solution Steps

Multiply 12 and 144 to get 1728.

$$\frac{1728\times 20+3\sqrt{4}}{7}+3\times 11$$

Multiply 1728 and 20 to get 34560.

$$\frac{34560+3\sqrt{4}}{7}+3\times 11$$

Calculate the square root of 4 and get 2.

$$\frac{34560+3\times 2}{7}+3\times 11$$

Multiply 3 and 2 to get 6.

$$\frac{34560+6}{7}+3\times 11$$

Add 34560 and 6 to get 34566.

$$\frac{34566}{7}+3\times 11$$

Divide 34566 by 7 to get 4938.

$$4938+3\times 11$$

Multiply 3 and 11 to get 33.

$$4938+33$$

Add 4938 and 33 to get 4971.

$$4971$$

Factor

$$3\times 1657$$