Solve for h
h=\frac{500}{2793}\approx 0.179018976
Assign h
h≔\frac{500}{2793}
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h=\frac{121\times 51\times 3-513}{2\times 513\times 98}
Calculate 11 to the power of 2 and get 121.
h=\frac{6171\times 3-513}{2\times 513\times 98}
Multiply 121 and 51 to get 6171.
h=\frac{18513-513}{2\times 513\times 98}
Multiply 6171 and 3 to get 18513.
h=\frac{18000}{2\times 513\times 98}
Subtract 513 from 18513 to get 18000.
h=\frac{18000}{1026\times 98}
Multiply 2 and 513 to get 1026.
h=\frac{18000}{100548}
Multiply 1026 and 98 to get 100548.
h=\frac{500}{2793}
Reduce the fraction \frac{18000}{100548} to lowest terms by extracting and canceling out 36.
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