(2,4*0,8):(0,4*3,6)

To solve the expression \((2,4 \times 0,8):(0,4 \times 3,6)\), let's first perform the multiplications in the parentheses.

1. Calculate \(2,4 \times 0,8\): \[ 2,4 \times 0,8 = 1,92 \]

2. Calculate \(0,4 \times 3,6\): \[ 0,4 \times 3,6 = 1,44 \]

Now substituting these values back into the expression we get: \[ (1,92) : (1,44) \]

Next, we perform the division: \[ \frac{1,92}{1,44} = 1,3333... \approx 1,33 \text{(repeating)} \text{ or } \frac{4}{3} \]

So, the final result is: \[ \frac{4}{3} \text{ or approximately } 1,33 \]