A tank is filled with water to a height h. A hole is made at the bottom of the tank through which water can flow out. Calculate the ratio of time taken to make the level of water from h to `h/4" and then "h/4" to 0."`

Explanation

To solve the problem of calculating the ratio of time taken to drain water from height \( h \) to \( \frac{h}{4} \) and then from \( \frac{h}{4} \) to \( 0 \), we can use Torricelli's theorem. Here is a step-by-step solution:

### Step 1: Understand the Problem
We need to find the time taken for two segments of water drainage:
1. From height \( h \) to \( \frac{h}{4} \) (let's call this time \( t_1 \)).
2. From height \( \frac{h}{4} \) to \( 0 \) (let's call this time \( t_2 \)).

### Step 2: Use Torricelli's Law
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