How do you divide #\frac { r ^ { - 41} s ^ { - 74} t ^ { 0} \cdot r ^ { - 1} s t ^ { - 56} } { r ^ { - 1} s ^ { - 1} t ^ { - 1} }#?

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How do you divide #\frac { r ^ { - 41} s ^ { - 74} t ^ { 0} \cdot r ^ { - 1} s t ^ { - 56} } { r ^ { - 1} s ^ { - 1} t ^ { - 1} }#?

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Answer 1 · 2018-01-23T14:13:20

#r^-41.s^-72.t^-55#

Explanation:

given #(r^-41.s^-74.t^0.r^-1.s.t^-56)/(r^-1.s^-1.t^-1)#
simplifying we get
#(r^-41.s^(-74+1).t^-56)/(s^-1.t^-1)rArrr^-41.s^(-73+1).t^(-56+1)# #rArrr^-41.s^-72.t^-55#

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How do you divide #\frac { r ^ { - 41} s ^ { - 74} t ^ { 0} \cdot r ^ { - 1} s t ^ { - 56} } { r ^ { - 1} s ^ { - 1} t ^ { - 1} }#?

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