Solve the following:
$4 t - 3 - (3 t + 1) = 5 t - 4$

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Solution

Step:Compute the required value.
$4 t - 3 - (3 t + 1) = 5 t - 4$
$4 t - 3 - 3 t - 1 = 5 t - 4$
$t - 4 = 5 t - 4$
On rearranging the terms and combining like terms we get
$4 - 4 = 5 t - t$
$0 = 4 t t = \frac{0}{4} t = 0$
Hence,the value of $t$ is $0$

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Question 60

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Question 60

Solve the following:

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