Evaluate
\frac{140041507641941940}{2997924617902903}\approx 46.712818196
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\frac{20 \cdot 0.7002075382097097 \cdot \tan(45)}{\tan(45) - 0.7002075382097097}
Evaluate trigonometric functions in the problem
\frac{14.004150764194194\tan(45)}{\tan(45)-0.7002075382097097}
Multiply 0.7002075382097097 and 20 to get 14.004150764194194.
\frac{14.004150764194194\times 1}{\tan(45)-0.7002075382097097}
Get the value of \tan(45) from trigonometric values table.
\frac{14.004150764194194}{\tan(45)-0.7002075382097097}
Multiply 14.004150764194194 and 1 to get 14.004150764194194.
\frac{14.004150764194194}{1-0.7002075382097097}
Get the value of \tan(45) from trigonometric values table.
\frac{14.004150764194194}{0.2997924617902903}
Subtract 0.7002075382097097 from 1 to get 0.2997924617902903.
\frac{140041507641941940}{2997924617902903}
Expand \frac{14.004150764194194}{0.2997924617902903} by multiplying both numerator and the denominator by 10000000000000000.
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