Math

Question The fraction 5125 \frac{1}{2} lies between which two integers? Type the integers separated by a comma.

Studdy Solution

STEP 1

Assumptions
1. The fraction given is 5125 \frac{1}{2}.
2. We need to find two consecutive integers between which this fraction lies.
3. The fraction represents a number that is halfway between these two integers.

STEP 2

Understand the given fraction.
The fraction 5125 \frac{1}{2} is a mixed number, which means it is composed of an integer part (5) and a fractional part (12\frac{1}{2}).

STEP 3

Identify the integer part of the mixed number.
The integer part of 5125 \frac{1}{2} is 5.

STEP 4

Understand the fractional part of the mixed number.
The fractional part of 5125 \frac{1}{2} is 12\frac{1}{2}, which means halfway between two integers.

STEP 5

Determine the two consecutive integers around the integer part.
Since the integer part is 5, the two consecutive integers around 5 are 5 and 6.

STEP 6

Determine the position of the mixed number relative to the consecutive integers.
The mixed number 5125 \frac{1}{2} is halfway between 5 and 6 because the fractional part 12\frac{1}{2} indicates a halfway point.

STEP 7

Write the final answer.
The fraction 5125 \frac{1}{2} will graph halfway between the integers 5 and 6.
5, 6

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