Solve 3.25*3.25+1.75*1.75-2*3.25*1.75/3.25*3.25-1.75*1.75

$$\frac { 3.25 \times 3.25 + 1.75 \times 1.75 - 2 \times 3.25 \times 1.75 } { 3.25 \times 3.25 - 1.75 \times 1.75 }$$

Evaluate

$$0.3$$

Solution Steps

Multiply 3.25 and 3.25 to get 10.5625.

$$\frac{10.5625+1.75\times 1.75-2\times 3.25\times 1.75}{3.25\times 3.25-1.75\times 1.75}$$

Multiply 1.75 and 1.75 to get 3.0625.

$$\frac{10.5625+3.0625-2\times 3.25\times 1.75}{3.25\times 3.25-1.75\times 1.75}$$

Add 10.5625 and 3.0625 to get 13.625.

$$\frac{13.625-2\times 3.25\times 1.75}{3.25\times 3.25-1.75\times 1.75}$$

Multiply 2 and 3.25 to get 6.5.

$$\frac{13.625-6.5\times 1.75}{3.25\times 3.25-1.75\times 1.75}$$

Multiply 6.5 and 1.75 to get 11.375.

$$\frac{13.625-11.375}{3.25\times 3.25-1.75\times 1.75}$$

Subtract 11.375 from 13.625 to get 2.25.

$$\frac{2.25}{3.25\times 3.25-1.75\times 1.75}$$

Multiply 3.25 and 3.25 to get 10.5625.

$$\frac{2.25}{10.5625-1.75\times 1.75}$$

Multiply 1.75 and 1.75 to get 3.0625.

$$\frac{2.25}{10.5625-3.0625}$$

Subtract 3.0625 from 10.5625 to get 7.5.

$$\frac{2.25}{7.5}$$

Expand \frac{2.25}{7.5} by multiplying both numerator and the denominator by 100.

$$\frac{225}{750}$$

Reduce the fraction \frac{225}{750} to lowest terms by extracting and canceling out 75.

$$\frac{3}{10}$$

Factor

$$\frac{3}{2 \cdot 5} = 0.3$$