QuestionCalculate and round $4^{4.2}$ to three decimal places using a calculator.

Studdy Solution

STEP 1

Assumptions1. We have a calculator that can compute exponentials. . The value to be approximated is $4^{4.}$ .
3. The answer should be rounded to three decimal places.

STEP 2

Enter the expression $4^{4.2}$ into the calculator.

STEP 3

Compute the value using the calculator.

STEP 4

Round the computed value to three decimal places.
Let's assume the computed value is $354.8133892335753$ .

STEP 5

Round the computed value to three decimal places.
$354.8133892335753 \approx354.813$ So, $4^{4.2} \approx354.813$ .

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QuestionCalculate and round $4^{4.2}$ to three decimal places using a calculator.

Studdy Solution

STEP 1

Assumptions1. We have a calculator that can compute exponentials. . The value to be approximated is $4^{4.}$ .
3. The answer should be rounded to three decimal places.

STEP 2

Enter the expression $4^{4.2}$ into the calculator.

STEP 3

Compute the value using the calculator.

STEP 4

Round the computed value to three decimal places.
Let's assume the computed value is $354.8133892335753$ .

STEP 5

Round the computed value to three decimal places.
$354.8133892335753 \approx354.813$ So, $4^{4.2} \approx354.813$ .

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QuestionCalculate and round 44.24^{4.2}44.2 to three decimal places using a calculator.

Studdy Solution

STEP 1

Assumptions1. We have a calculator that can compute exponentials. . The value to be approximated is 44.4^{4.}44..3. The answer should be rounded to three decimal places.

STEP 2

Enter the expression 44.24^{4.2}44.2 into the calculator.

STEP 3

Compute the value using the calculator.

STEP 4

Round the computed value to three decimal places.Let's assume the computed value is 354.8133892335753354.8133892335753354.8133892335753.

STEP 5

Round the computed value to three decimal places.354.8133892335753≈354.813354.8133892335753 \approx354.813354.8133892335753≈354.813So, 44.2≈354.8134^{4.2} \approx354.81344.2≈354.813.

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QuestionCalculate and round $4^{4.2}$ to three decimal places using a calculator.

Assumptions1. We have a calculator that can compute exponentials. . The value to be approximated is $4^{4.}$ .
3. The answer should be rounded to three decimal places.

Enter the expression $4^{4.2}$ into the calculator.

Round the computed value to three decimal places.
Let's assume the computed value is $354.8133892335753$ .

Round the computed value to three decimal places.
$354.8133892335753 \approx354.813$ So, $4^{4.2} \approx354.813$ .