Drag and drop the work to show the correct order for converting 1 3/4 to an improper fraction.

Question

=4
=7
=7/4
4+3
1*4
Top label: null

Answer 1

To convert the mixed number \( 1 \frac{3}{4} \) to an improper fraction, follow these steps in the correct order:

1. 1*4 (Multiply the whole number by the denominator)
2. 4+3 (Add that result to the numerator)
3. =7 (This gives you the new numerator)
4. =7/4 (Place this over the denominator)

So, the correct order is:

1. 1 * 4
2. 4 + 3
3. = 7
4. = 7/4

Answer 2

what about =4

Answer 3

The step =4 is not necessary in the conversion process of a mixed number to an improper fraction. It may have been included to indicate the denominator of the original fraction, which is \( 4 \) in this case, but it is not explicitly needed in the conversion steps.

Here’s the correct order of steps again for clarity:

1. 1 * 4 (Multiply the whole number by the denominator)
2. 4 + 3 (Add that result to the numerator)
3. = 7 (This gives you the new numerator)
4. = 7/4 (Place this over the denominator)

The output is \( 7/4 \), which represents the improper fraction equivalent of \( 1 \frac{3}{4} \). The =4 step is not necessary for completing the conversion.