Math / Numbers & Operations

QuestionWhich is a better estimate for the length of a basketball court?
27 centimeters 27 meters
Submit

Studdy Solution

STEP 1

1. We are comparing two estimates for the length of a basketball court: $27$ centimeters and $27$ meters.
2. A standard basketball court is typically around $28$ meters long.
3. We need to determine which estimate is closer to the standard length of a basketball court.

STEP 2

1. Understand the context of the problem.
2. Compare the given estimates to the standard length.
3. Determine the better estimate.

STEP 3

Understand the context of the problem by recognizing that a basketball court is a large playing area used in sports.

STEP 4

Compare the given estimates to the standard length of a basketball court, which is approximately $28$ meters.

STEP 5

Evaluate the first estimate: $27$ centimeters. Convert it to meters for easier comparison:
$27 \text{ centimeters} = 0.27 \text{ meters}$

STEP 6

Evaluate the second estimate: $27$ meters.

STEP 7

Determine which estimate is closer to the standard length of $28$ meters.
Since $27$ meters is much closer to $28$ meters than $0.27$ meters, the better estimate is:
$\boxed{27 \text{ meters}}$
The better estimate for the length of a basketball court is:
$\boxed{27 \text{ meters}}$

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QuestionWhich is a better estimate for the length of a basketball court?
27 centimeters 27 meters
Submit

Studdy Solution

STEP 1

1. We are comparing two estimates for the length of a basketball court: $27$ centimeters and $27$ meters.
2. A standard basketball court is typically around $28$ meters long.
3. We need to determine which estimate is closer to the standard length of a basketball court.

STEP 2

1. Understand the context of the problem.
2. Compare the given estimates to the standard length.
3. Determine the better estimate.

STEP 3

Understand the context of the problem by recognizing that a basketball court is a large playing area used in sports.

STEP 4

Compare the given estimates to the standard length of a basketball court, which is approximately $28$ meters.

STEP 5

Evaluate the first estimate: $27$ centimeters. Convert it to meters for easier comparison:
$27 \text{ centimeters} = 0.27 \text{ meters}$

STEP 6

Evaluate the second estimate: $27$ meters.

STEP 7

Determine which estimate is closer to the standard length of $28$ meters.
Since $27$ meters is much closer to $28$ meters than $0.27$ meters, the better estimate is:
$\boxed{27 \text{ meters}}$
The better estimate for the length of a basketball court is:
$\boxed{27 \text{ meters}}$

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QuestionWhich is a better estimate for the length of a basketball court?27 centimeters 27 metersSubmit

Studdy Solution

STEP 1

1. We are comparing two estimates for the length of a basketball court: 272727 centimeters and 272727 meters.2. A standard basketball court is typically around 282828 meters long.3. We need to determine which estimate is closer to the standard length of a basketball court.

STEP 2

1. Understand the context of the problem.2. Compare the given estimates to the standard length.3. Determine the better estimate.

STEP 3

Understand the context of the problem by recognizing that a basketball court is a large playing area used in sports.

STEP 4

Compare the given estimates to the standard length of a basketball court, which is approximately 282828 meters.

STEP 5

Evaluate the first estimate: 272727 centimeters. Convert it to meters for easier comparison: 27 centimeters=0.27 meters 27 \text{ centimeters} = 0.27 \text{ meters} 27 centimeters=0.27 meters

STEP 6

Evaluate the second estimate: 272727 meters.

STEP 7

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionWhich is a better estimate for the length of a basketball court?
27 centimeters 27 meters
Submit

1. We are comparing two estimates for the length of a basketball court: $27$ centimeters and $27$ meters.
2. A standard basketball court is typically around $28$ meters long.
3. We need to determine which estimate is closer to the standard length of a basketball court.

1. Understand the context of the problem.
2. Compare the given estimates to the standard length.
3. Determine the better estimate.

Compare the given estimates to the standard length of a basketball court, which is approximately $28$ meters.

Evaluate the first estimate: $27$ centimeters. Convert it to meters for easier comparison:
$27 \text{ centimeters} = 0.27 \text{ meters}$

Evaluate the second estimate: $27$ meters.