Write y=t+6/t and x=6/(t)(1/2) in rectangular form?

1 Answer
Binayaka C.
May 1, 2018

Rectangular form is # y = 2 x +3/x ; x != 0#

Explanation:

#y = t+ 6/t ; x = 6/t(1/2) : t != 0#

#x = 3/t :. t= 3/x ; # Substituting #t=3/x# in

#y = t+ 6/t# we get, #y = 3/x+ 6/(3/x)= 3/x+(6 x)/3#

or # y = 2 x +3/x ; x != 0#

Rectangular form is # y = 2 x +3/x ; x != 0# [Ans]

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