QuestionFind the missing expressions for Steps 2 and 6 in the problem: $\left(\frac{6^{2}+2}{|-0.5|}\right)-14.8+8$ .

Studdy Solution

STEP 1

Assumptions1. The given expression is $\left(\frac{6^{}+}{|-0.5|}\right)-14.8+8$ . . The steps to solve the expression are provided in a table, with some steps missing.
3. We need to find the missing expressions for Step and Step6.

STEP 2

Let's start with Step1. The expression in Step1 is $\left(\frac{6^{2}+2}{1-0.5 \mid}\right)-14.8 \div8$ .

STEP 3

The first operation in Step1 is to calculate the absolute value of $-0.5$ , which is $0.5$ . So, the expression should be $\left(\frac{6^{2}+2}{0.5}\right)-14.8 \div8$ .

STEP 4

This is the missing expression for Step2. So, the answer for Part A is $\left(\frac{6^{2}+2}{0.}\right)-14.8 \div8$ .

STEP 5

Now, let's move to Step5. The expression in Step5 is $76-14.8 \div8$ .

STEP 6

The first operation in Step5 is to divide $14.8$ by $8$ , which gives $1.85$ . So, the expression should be $76-1.85$ .

STEP 7

This is the missing expression for Step6. So, the answer for Part B is $76-1.85$ .

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QuestionFind the missing expressions for Steps 2 and 6 in the problem: $\left(\frac{6^{2}+2}{|-0.5|}\right)-14.8+8$ .

Studdy Solution

STEP 1

Assumptions1. The given expression is $\left(\frac{6^{}+}{|-0.5|}\right)-14.8+8$ . . The steps to solve the expression are provided in a table, with some steps missing.
3. We need to find the missing expressions for Step and Step6.

STEP 2

Let's start with Step1. The expression in Step1 is $\left(\frac{6^{2}+2}{1-0.5 \mid}\right)-14.8 \div8$ .

STEP 3

The first operation in Step1 is to calculate the absolute value of $-0.5$ , which is $0.5$ . So, the expression should be $\left(\frac{6^{2}+2}{0.5}\right)-14.8 \div8$ .

STEP 4

This is the missing expression for Step2. So, the answer for Part A is $\left(\frac{6^{2}+2}{0.}\right)-14.8 \div8$ .

STEP 5

Now, let's move to Step5. The expression in Step5 is $76-14.8 \div8$ .

STEP 6

The first operation in Step5 is to divide $14.8$ by $8$ , which gives $1.85$ . So, the expression should be $76-1.85$ .

STEP 7

This is the missing expression for Step6. So, the answer for Part B is $76-1.85$ .

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QuestionFind the missing expressions for Steps 2 and 6 in the problem: (62+2∣−0.5∣)−14.8+8\left(\frac{6^{2}+2}{|-0.5|}\right)-14.8+8(∣−0.5∣62+2​)−14.8+8.

Studdy Solution

STEP 1

Assumptions1. The given expression is (6+∣−0.5∣)−14.8+8\left(\frac{6^{}+}{|-0.5|}\right)-14.8+8(∣−0.5∣6+​)−14.8+8. . The steps to solve the expression are provided in a table, with some steps missing.3. We need to find the missing expressions for Step and Step6.

STEP 2

Let's start with Step1. The expression in Step1 is (62+21−0.5∣)−14.8÷8\left(\frac{6^{2}+2}{1-0.5 \mid}\right)-14.8 \div8(1−0.5∣62+2​)−14.8÷8.

STEP 3

The first operation in Step1 is to calculate the absolute value of −0.5-0.5−0.5, which is 0.50.50.5. So, the expression should be (62+20.5)−14.8÷8\left(\frac{6^{2}+2}{0.5}\right)-14.8 \div8(0.562+2​)−14.8÷8.

STEP 4

This is the missing expression for Step2. So, the answer for Part A is (62+20.)−14.8÷8\left(\frac{6^{2}+2}{0.}\right)-14.8 \div8(0.62+2​)−14.8÷8.

STEP 5

Now, let's move to Step5. The expression in Step5 is 76−14.8÷876-14.8 \div876−14.8÷8.

STEP 6

The first operation in Step5 is to divide 14.814.814.8 by 888, which gives 1.851.851.85. So, the expression should be 76−1.8576-1.8576−1.85.

STEP 7

This is the missing expression for Step6. So, the answer for Part B is 76−1.8576-1.8576−1.85.

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QuestionFind the missing expressions for Steps 2 and 6 in the problem: $\left(\frac{6^{2}+2}{|-0.5|}\right)-14.8+8$ .

Assumptions1. The given expression is $\left(\frac{6^{}+}{|-0.5|}\right)-14.8+8$ . . The steps to solve the expression are provided in a table, with some steps missing.
3. We need to find the missing expressions for Step and Step6.

Let's start with Step1. The expression in Step1 is $\left(\frac{6^{2}+2}{1-0.5 \mid}\right)-14.8 \div8$ .

The first operation in Step1 is to calculate the absolute value of $-0.5$ , which is $0.5$ . So, the expression should be $\left(\frac{6^{2}+2}{0.5}\right)-14.8 \div8$ .

This is the missing expression for Step2. So, the answer for Part A is $\left(\frac{6^{2}+2}{0.}\right)-14.8 \div8$ .

Now, let's move to Step5. The expression in Step5 is $76-14.8 \div8$ .

The first operation in Step5 is to divide $14.8$ by $8$ , which gives $1.85$ . So, the expression should be $76-1.85$ .

This is the missing expression for Step6. So, the answer for Part B is $76-1.85$ .