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To divide 62 in the ratio 3:7, we first need to find the total parts in which the number will be divided. In this case, the ratio consists of two parts (3 + 7 = 10). To find the value of each part, we divide 62 by the total number of parts, which is 10. Therefore, 62 divided by 10 equals 6.2. This means that each part in the ratio 3:7 is equal to 6.2.
Next, we need to find the value of each part according to the given ratio. Since the ratio is 3:7, we need to multiply the value of each part (6.2) by the respective parts in the ratio. For the first part (3), we multiply 6.2 by 3, which equals 18.6. For the second part (7), we multiply 6.2 by 7, which equals 43.4. Therefore, when 62 is divided in the ratio 3:7, the values are 18.6 and 43.4 respectively.
In conclusion, when dividing 62 in the ratio 3:7, the values of the parts are 18.6 and 43.4. This means that the number 62 has been divided into two parts according to the ratio 3:7, with the first part being 18.6 and the second part being 43.4. This method ensures that the division is done accurately and in proportion to the given ratio.
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