Solve (4186*73.1+384*194.8)*78.99-24.6*384(48-98.99)=

$$(4186 \times 73.1+384 \times 194.8) \times 78.99-24.6 \times 384(48-98.99)=$$

Evaluate

$$30561048.138$$

Solution Steps

Multiply 4186 and 73.1 to get 305996.6.

$$\left(305996.6+384\times 194.8\right)\times 78.99-24.6\times 384\left(48-98.99\right)$$

Multiply 384 and 194.8 to get 74803.2.

$$\left(305996.6+74803.2\right)\times 78.99-24.6\times 384\left(48-98.99\right)$$

Add 305996.6 and 74803.2 to get 380799.8.

$$380799.8\times 78.99-24.6\times 384\left(48-98.99\right)$$

Multiply 380799.8 and 78.99 to get 30079376.202.

$$30079376.202-24.6\times 384\left(48-98.99\right)$$

Multiply 24.6 and 384 to get 9446.4.

$$30079376.202-9446.4\left(48-98.99\right)$$

Subtract 98.99 from 48 to get -50.99.

$$30079376.202-9446.4\left(-50.99\right)$$

Multiply 9446.4 and -50.99 to get -481671.936.

$$30079376.202-\left(-481671.936\right)$$

The opposite of -481671.936 is 481671.936.

$$30079376.202+481671.936$$

Add 30079376.202 and 481671.936 to get 30561048.138.

$$30561048.138$$

Factor

$$\frac{3 \cdot 17 \cdot 37 \cdot 41 \cdot 197507}{2 ^ {2} \cdot 5 ^ {3}} = 30561048\frac{69}{500} = 30561048.138$$