Solve h=11^2*51*3-51.3/2*51.3*9.8=

$$h = \frac { 11 ^ { 2 } \times 51 \cdot 3 - 51.3 } { 2 \times 51.3 \times 9.8 } =$$

Solve for h

$$h = \frac{102565}{5586} = 18\frac{2017}{5586} \approx 18.361081275$$

Steps for Solving Linear Equation

Calculate 11 to the power of 2 and get 121.

$$h=\frac{121\times 51\times 3-51.3}{2\times 51.3\times 9.8}$$

Multiply 121 and 51 to get 6171.

$$h=\frac{6171\times 3-51.3}{2\times 51.3\times 9.8}$$

Multiply 6171 and 3 to get 18513.

$$h=\frac{18513-51.3}{2\times 51.3\times 9.8}$$

Subtract 51.3 from 18513 to get 18461.7.

$$h=\frac{18461.7}{2\times 51.3\times 9.8}$$

Multiply 2 and 51.3 to get 102.6.

$$h=\frac{18461.7}{102.6\times 9.8}$$

Multiply 102.6 and 9.8 to get 1005.48.

$$h=\frac{18461.7}{1005.48}$$

Expand \frac{18461.7}{1005.48} by multiplying both numerator and the denominator by 100.

$$h=\frac{1846170}{100548}$$

Reduce the fraction \frac{1846170}{100548} to lowest terms by extracting and canceling out 18.

$$h=\frac{102565}{5586}$$

Assign h

$$h≔\frac{102565}{5586}$$