How do you simplify and find the restrictions for #(3 t-5)/(3t-15)#?

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Answer 1 · 2017-10-20T13:55:48

#(3t - 5)/(3t - 15)#, and #5 -> Restrictions#

#(3t - 5)/(3t - 15)#

The restriction is #5#

Solving individually;

#3t - 5 = 0#

#3t = 5#

#t = 5/3#

#3t - 15#

#3t = 15#

#t = 15/3#

#t = 5#

Hence, if there were a multiple of #3# in the top equation, it would have been simplified!