If # n = 1/4#, what is the value of #(2n-5)/n#?

1 Answer
Clara M. · sente
Oct 6, 2016

Your result will be #-18#

Explanation:

Replace n by its value and you will have

#((2*1/4) - 5)/(1/4) = ((1/2) - 5)/(1/4)#

#= ((1 - 10)/2)/(1/4)#

#=(-9/2)/(1/4)#

#=(-9/2) * (4/1)#

#= -18#

I tried to show every single steps to make it easier for you to understand.

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