Math / Numbers & Operations

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Studdy Solution

STEP 1

1. The problem requires estimating given measures to the nearest degree.
2. The measures provided are numerical values that need to be interpreted as angles in degrees.
3. The measure $345^\circ$ is already in degrees and does not need further estimation.

STEP 2

1. Understand the context of each measure.
2. Estimate each measure to the nearest whole number.
3. Verify the estimation process.

STEP 3

Assume each measure is an angle in degrees that needs to be rounded to the nearest whole number. The measure $345^\circ$ is already in degrees and does not require rounding.

STEP 4

Estimate each measure to the nearest whole number:
a) For $5.6$ , round to the nearest whole number: $5.6 \approx 6$
b) For $4.71$ , round to the nearest whole number: $4.71 \approx 5$
c) For $6$ , it is already a whole number: $6 \approx 6$
d) For $9.5$ , round to the nearest whole number: $9.5 \approx 10$

STEP 5

Verify the estimations to ensure accuracy:
- $5.6$ is closer to $6$ than to $5$ . - $4.71$ is closer to $5$ than to $4$ . - $6$ is already a whole number. - $9.5$ is exactly halfway, but conventionally rounds up to $10$ .
The estimated measures to the nearest degree are:
- a) $6^\circ$ - b) $5^\circ$ - c) $6^\circ$ - d) $10^\circ$ - $345^\circ$ remains unchanged.

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