if 360 is shared in the ratio 3:7what is the smallest share
3+7=10
360÷10=36
36×3=108
3 + 7 = 10
360 / 10 = 36
3 * 36 = 108
To find the smallest share in a ratio, follow these steps:
Step 1: Add up the ratio parts. In this case, 3 + 7 = 10.
Step 2: Divide the total value by the total ratio parts. 360 ÷ 10 = 36.
Step 3: Multiply the smaller number in the ratio by the value obtained in the previous step. 3 × 36 = 108.
Therefore, the smallest share in the ratio 3:7 of 360 is 108.
To find the smallest share in a ratio, you need to determine the value of one part of the ratio. In this case, the ratio of 3:7 represents the parts into which 360 is divided.
To calculate the value of one part in this ratio, you need to divide the total value (360) by the sum of the parts (3+7) to find the equal value of each part.
Therefore, the value of one part is found by dividing 360 by 10 (3+7):
360 / 10 = 36
So, each part in the ratio 3:7 is equal to 36.
To find the smallest share, you need to multiply the value of the smallest part of the ratio by the value of one part.
The smallest part in the ratio is 3. Therefore, the smallest share can be calculated by multiplying 3 by 36:
3 * 36 = 108
So, the smallest share in the ratio 3:7 of 360 is 108.