Question

Suppose a=bc , where a has the dimensions l/m and c has the dimension l/t . Then b has the dimensions

Answer 1

Answer:

The answer is show in above image

I hope ,I give answer for your question

Answer 2

The dimensions of b is  $\frac{t}{m}$ or $tm^{-1}$.

Explanation:

• According to the given information, a has the dimensions of l/m and c has the dimensions of l/t.
• We need to find the value of a=bc and we also need to find the dimensions of b.
• Now, a=bc means b = $\frac{a}{c}$.
• Now, b will have the dimensions depending on the dimensions of a and dimensions of c which are mentioned in the given problem.
• This means that b has the dimensions of b is

       $\frac{\frac{l}{m} }{\frac{l}{t} } \\=\frac{t}{m}$

• This means that the dimensions of b is $\frac{t}{m}$ or $tm^{-1}$.

Hence, the dimensions of b is  $\frac{t}{m}$ or $tm^{-1}$.

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