It's a question that might pop up unexpectedly, perhaps during a moment of quiet contemplation or even while trying to divide up a pizza (though usually, we're dealing with halves or quarters there!). You're wondering, "How many times does one-fifth go into 48?" Let's break it down, nice and simple.
Think of it this way: if you have a whole, and you divide it into five equal parts, each of those parts is a fifth. So, the question is really asking, "How many of these 'one-fifth' pieces do you need to stack up to reach the number 48?"
Mathematically, this is a division problem. We're dividing 48 by 1/5. When you divide by a fraction, it's the same as multiplying by its reciprocal. The reciprocal of 1/5 is simply 5/1, or just 5.
So, the calculation becomes:
48 ÷ (1/5) = 48 × 5
And when you multiply 48 by 5, you get 240.
That means one-fifth fits into 48 a total of 240 times. It's a good reminder that sometimes, the seemingly simple questions can lead to surprisingly large numbers when you're dealing with fractions!