Question

a=4, b=1 and z=3 find the value of the following: a²z/3b². please write the process as well ​

Answer 1

Given :

Value of $a=4,b=1,z=3$.

To find :

The value of an expression  $\frac{a^{2} z}{3b^{2} }$.

Step-by-step explanation:

• The value of the expression can be found by following these steps
• It is given that the values of $a,b$ and $z$ are $4,1$ and $3$ respectively.
• The given expression is $\frac{a^{2} z}{3b^{2} }$
• Always do the step by step process to avoid confusion.
• Now, substitute the value of a,b and z in the given expression.

        $\frac{(4)^{2} (3)}{3(1)^{2} }$

• Square the values
• Then, the equation will become

        $\frac{16(3)}{3(1)}$

• Remove the brackets
• Take the product of the numbers
• Then, the equation will become

        $\frac{48}{3}$

• Divide the values

• Then, the equation will become

        $16$

• Therefore, the expression will become $16$ after the values get substituted.

Final answer :

The final value of the expression, $\frac{a^{2} z}{3b^{2} }$ will become $16$.  

Answer 2

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