Accepted Solution
This exercise aims to calculate the problem of 7/11 divided by 94. The problem is broken down into pieces. It involves a dividend, represented by the fraction 7/11, and a divisor, which is the whole number 94. Using these values, let's define: Numerator of the dividend as 7, Denominator of the dividend as 11, and Whole number is the divisor 94.
To solve this, we follow a step-by-step approach:
First, set up the problem as \( \frac{7}{11} ÷ 94 \).
Next, multiply the whole number, 94, and the denominator of the fraction, 11 giving \( 11 * 94 = 1034 \).
Then, the result from the multiplication becomes the denominator, obtaining \( \frac{1034}{7} \).
For the decimal equivalent, divide the numerator, 1034, by the denominator, 7, which will approximately give 147.71. Hence, 7 divided by 11/94 equals 147.71 in decimal form and 1034/7 in fractional form.
This exercise serves beneficial for practicing other division problems, such as 1/8 divided by 11/12, 10 divided by 9/10, and so on.