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0.00349067268159625 ^ {-1} + 0.0024933326696033225 ^ {-1} + 0.008347420730439625 ^ {-1} = \frac{\pi}{4}
Evaluate trigonometric functions in the problem
4\times 0.00349067268159625^{-1}+4\times 0.0024933326696033225^{-1}+4\times 0.008347420730439625^{-1}=\pi
Multiply both sides of the equation by 4.
4\times \frac{800000000000000}{2792538145277}+4\times 0.0024933326696033225^{-1}+4\times 0.008347420730439625^{-1}=\pi
Calculate 0.00349067268159625 to the power of -1 and get \frac{800000000000000}{2792538145277}.
\frac{3200000000000000}{2792538145277}+4\times 0.0024933326696033225^{-1}+4\times 0.008347420730439625^{-1}=\pi
Multiply 4 and \frac{800000000000000}{2792538145277} to get \frac{3200000000000000}{2792538145277}.
\frac{3200000000000000}{2792538145277}+4\times \frac{400000000000000000}{997333067841329}+4\times 0.008347420730439625^{-1}=\pi
Calculate 0.0024933326696033225 to the power of -1 and get \frac{400000000000000000}{997333067841329}.
\frac{3200000000000000}{2792538145277}+\frac{1600000000000000000}{997333067841329}+4\times 0.008347420730439625^{-1}=\pi
Multiply 4 and \frac{400000000000000000}{997333067841329} to get \frac{1600000000000000000}{997333067841329}.
\frac{7659526849535452800000000000000}{2785090635493045299786753133}+4\times 0.008347420730439625^{-1}=\pi
Add \frac{3200000000000000}{2792538145277} and \frac{1600000000000000000}{997333067841329} to get \frac{7659526849535452800000000000000}{2785090635493045299786753133}.
\frac{7659526849535452800000000000000}{2785090635493045299786753133}+4\times \frac{8000000000000000}{66779365843517}=\pi
Calculate 0.008347420730439625 to the power of -1 and get \frac{8000000000000000}{66779365843517}.
\frac{7659526849535452800000000000000}{2785090635493045299786753133}+\frac{32000000000000000}{66779365843517}=\pi
Multiply 4 and \frac{8000000000000000}{66779365843517} to get \frac{32000000000000000}{66779365843517}.
\frac{600621246009146642104244639753600000000000000}{185986586454943324615181101773723187488761}=\pi
Add \frac{7659526849535452800000000000000}{2785090635493045299786753133} and \frac{32000000000000000}{66779365843517} to get \frac{600621246009146642104244639753600000000000000}{185986586454943324615181101773723187488761}.
\text{false}
Compare \frac{600621246009146642104244639753600000000000000}{185986586454943324615181101773723187488761} and \pi .
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Matrix
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Differentiation
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Limits
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