Answer :
To solve the problem, we need to determine a number that is three times smaller than 57, and verify this information through multiplication. Let's break it down step by step:
1. Identify the Number and the Multiplier:
- We are given the number 57.
- We are tasked with finding a number that is three times smaller than 57.
2. Calculate the Smaller Number:
- To find a number that is three times smaller than 57, you need to divide 57 by 3.
- [tex]\( \text{Smaller number} = \frac{57}{3} = 19 \)[/tex].
3. Verify Through Multiplication:
- To ensure our calculation is correct, multiply the smaller number by the multiplier (which is 3) to check if it gives us back the original number.
- [tex]\( 19 \times 3 = 57 \)[/tex].
The smaller number is 19, and when multiplied by 3, it verifies our solution as it equals 57. This confirms that 19 is indeed the number that is three times smaller than 57.
1. Identify the Number and the Multiplier:
- We are given the number 57.
- We are tasked with finding a number that is three times smaller than 57.
2. Calculate the Smaller Number:
- To find a number that is three times smaller than 57, you need to divide 57 by 3.
- [tex]\( \text{Smaller number} = \frac{57}{3} = 19 \)[/tex].
3. Verify Through Multiplication:
- To ensure our calculation is correct, multiply the smaller number by the multiplier (which is 3) to check if it gives us back the original number.
- [tex]\( 19 \times 3 = 57 \)[/tex].
The smaller number is 19, and when multiplied by 3, it verifies our solution as it equals 57. This confirms that 19 is indeed the number that is three times smaller than 57.
