t=3/4 (t-2) solve the equation and check your answer
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Answers
Answered by
19
heya..!!!
t = 3/4(t - 2)
=> t = (3t - 6)/4
=> 4t = 3t - 6
=> 4t - 3t = -6
=> t = - 6
verification
put t = -6
-6 = 3/4(-6 - 2)
=> -6 = 3/4(-8)
=> -6 = 3×-2
=> -6 = -6
hence
L.H.S = R.H.S
t = 3/4(t - 2)
=> t = (3t - 6)/4
=> 4t = 3t - 6
=> 4t - 3t = -6
=> t = - 6
verification
put t = -6
-6 = 3/4(-6 - 2)
=> -6 = 3/4(-8)
=> -6 = 3×-2
=> -6 = -6
hence
L.H.S = R.H.S
Answered by
8
Hi.
Good Question...Keep Progressing...
Here is your answer----
___________________________________
___________________________________
Given---
t = 3/4(t -2)
4t = 3t - 3*2
4t -3t = -6
t = -6
Thus, the value of the t is -6.
For Verification----
t =3/4(t-2)
-6 = 3/4( -6-2)
-6 = 3/4(-8)
-6 = 3 * -2
-6 = -6
L.H.S. =R.H.S.
Since, L.H.S. =R.H.S. the value of t is right, i.e., -6.
Thus, it is Verified.
_____________________________________
_____________________________________
Hope it helps.
Please mark this answer as Brainliest.
Have a nice day.
Good Question...Keep Progressing...
Here is your answer----
___________________________________
___________________________________
Given---
t = 3/4(t -2)
4t = 3t - 3*2
4t -3t = -6
t = -6
Thus, the value of the t is -6.
For Verification----
t =3/4(t-2)
-6 = 3/4( -6-2)
-6 = 3/4(-8)
-6 = 3 * -2
-6 = -6
L.H.S. =R.H.S.
Since, L.H.S. =R.H.S. the value of t is right, i.e., -6.
Thus, it is Verified.
_____________________________________
_____________________________________
Hope it helps.
Please mark this answer as Brainliest.
Have a nice day.
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