Accepted Solution
The task at hand is understanding how to calculate the division of the fraction 15/9 by the integer 58. This involves breaking down the problem into individual elements, and then solving it step by step:
The fraction 15/9 is your dividend, while 58 is the divisor. Therefore, the elements to be considered are:
Begin by setting up the problem: \( \frac{15}{9} ÷ 58 \). The first step is to multiply the whole number (58) by the denominator of the fraction (9). 9 * 58 equals 522, which becomes the denominator of the resultant fraction.
The resulting fraction is \( \frac{522}{15} \).
To further simplify them into decimal form, divide the numerator (522) by the denominator (15). The result can be rounded to three decimal points if necessary, giving us \( \frac{174}{5} = 34.8 \)
So, in decimal form, \( \frac{15}{9} \) divided by 58 equals 34.8. And in fraction form, \( \frac{15}{9} \) divided by 58 is \( \frac{174}{5} \).
You can practice similar division problems to grasp this better: