Evaluate
19.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002
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20\times 1.01^{180}-\frac{1}{0.01}
Add 1 and 0.01 to get 1.01.
20\times 5.995801975356167528162232425620294937365351312543818604397690374083052114261921568413355545970832939729836358588665895269438653046943002575811819784080566778386612332605566909814236506475352882236960084089506097109360378132604690748986209907325603435120441098669945064494809368102197936516142743896023127879152402650149927278151731714576618439472505996521118001-\frac{1}{0.01}
Calculate 1.01 to the power of 180 and get 5.995801975356167528162232425620294937365351312543818604397690374083052114261921568413355545970832939729836358588665895269438653046943002575811819784080566778386612332605566909814236506475352882236960084089506097109360378132604690748986209907325603435120441098669945064494809368102197936516142743896023127879152402650149927278151731714576618439472505996521118001.
119.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002-\frac{1}{0.01}
Multiply 20 and 5.995801975356167528162232425620294937365351312543818604397690374083052114261921568413355545970832939729836358588665895269438653046943002575811819784080566778386612332605566909814236506475352882236960084089506097109360378132604690748986209907325603435120441098669945064494809368102197936516142743896023127879152402650149927278151731714576618439472505996521118001 to get 119.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002.
119.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002-100
Expand \frac{1}{0.01} by multiplying both numerator and the denominator by 100. Anything divided by one gives itself.
19.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002
Subtract 100 from 119.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002 to get 19.91603950712335056324464851240589874730702625087637208795380748166104228523843136826711091941665879459672717177331790538877306093886005151623639568161133556773224665211133819628473012950705764473920168179012194218720756265209381497972419814651206870240882197339890128989618736204395873032285487792046255758304805300299854556303463429153236878945011993042236002.
Examples
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Trigonometry
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Linear equation
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Arithmetic
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Matrix
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Simultaneous equation
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Differentiation
\frac { d } { d x } \frac { ( 3 x ^ { 2 } - 2 ) } { ( x - 5 ) }
Integration
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Limits
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