Answer:
Step-by-step explanation:
Given 1/7+x/7=3t
consider L.H.S = 1/7+x/7
R.H.S = 3t
by solving L.H.S i.e.,
L.C.M of denominator (7,7) is 7.
1/7+x/7= (1+x)/7
L.H.S= R.H.S
(1+x)/7 =3t
1+x = 3t* 7
1+x = 21t
x = 21t-1
Hence the value of x = 21t-1
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Verified answer
Answer:
Step-by-step explanation:
Given 1/7+x/7=3t
consider L.H.S = 1/7+x/7
R.H.S = 3t
by solving L.H.S i.e.,
L.C.M of denominator (7,7) is 7.
1/7+x/7= (1+x)/7
L.H.S= R.H.S
(1+x)/7 =3t
1+x = 3t* 7
1+x = 21t
x = 21t-1
Hence the value of x = 21t-1