Hence, the value of n such that the given equation
holds true is: n=16.
Step-by-step explanation:
We have to find the value of n such that it make the following statement or equation true:
![\sqrt{n}=4](/tpl/images/0289/3663/a8486.png)
As we are given a square root on the variable term 'n' on left side of the equation hence , on squaring both side of the equation we obtain the value of n as:
![n=(4)^2](/tpl/images/0289/3663/c7525.png)
This means:
![n=16](/tpl/images/0289/3663/b7dfb.png)
Hence, the value of n such that the given equation
holds true is 16.