Solve -0.55(2.369)-2.14(-2.114)-0.86(-4.805)-1.66(0.815)

$$-0.55(2.369)-2.14(-2.114)-0.86(-4.805)-1.66(0.815)$$

Evaluate

$$6.00041$$

Solution Steps

Multiply -0.55 and 2.369 to get -1.30295.

$$-1.30295-2.14\left(-2.114\right)-0.86\left(-4.805\right)-1.66\times 0.815$$

Multiply 2.14 and -2.114 to get -4.52396.

$$-1.30295-\left(-4.52396\right)-0.86\left(-4.805\right)-1.66\times 0.815$$

The opposite of -4.52396 is 4.52396.

$$-1.30295+4.52396-0.86\left(-4.805\right)-1.66\times 0.815$$

Add -1.30295 and 4.52396 to get 3.22101.

$$3.22101-0.86\left(-4.805\right)-1.66\times 0.815$$

Multiply 0.86 and -4.805 to get -4.1323.

$$3.22101-\left(-4.1323\right)-1.66\times 0.815$$

The opposite of -4.1323 is 4.1323.

$$3.22101+4.1323-1.66\times 0.815$$

Add 3.22101 and 4.1323 to get 7.35331.

$$7.35331-1.66\times 0.815$$

Multiply 1.66 and 0.815 to get 1.3529.

$$7.35331-1.3529$$

Subtract 1.3529 from 7.35331 to get 6.00041.

$$6.00041$$

Factor

$$\frac{13 \cdot 101 \cdot 457}{2 ^ {5} \cdot 5 ^ {5}} = 6\frac{41}{100000} = 6.00041$$