Math / Numbers & Operations

QuestionInsent $<,>$ of = befween the pair of numbers to form a true statement 0.550 .56

Studdy Solution

STEP 1

1. The problem involves comparing two decimal numbers to determine their relative magnitude.
2. We need to decide whether to place `<`, `>`, or `=` between the numbers 0.550 and 0.56 to form a true statement.

STEP 2

1. Convert both decimal numbers to a common format to make comparison straightforward.
2. Compare the two numbers digit by digit.
3. Determine the correct relational operator (`<`, `>`, or `=`) to form a true statement.

STEP 3

Convert both decimal numbers to the same number of decimal places. In this case, we can convert 0.56 to 0.560.
$0.550 \quad \text{and} \quad 0.560$

STEP 4

Compare the two numbers digit by digit from left to right.
$0.550 \quad \text{and} \quad 0.560$
- The integer part (0) is the same for both numbers. - The tenths place (5) is the same for both numbers. - The hundredths place (5) and (6) show that 0.550 < 0.560.

STEP 5

Based on the comparison, the correct relational operator to form a true statement is `<`.
$0.550 < 0.560$
Solution: $0.550 < 0.560$

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QuestionInsent $<,>$ of = befween the pair of numbers to form a true statement 0.550 .56

Studdy Solution

STEP 1

1. The problem involves comparing two decimal numbers to determine their relative magnitude.
2. We need to decide whether to place `<`, `>`, or `=` between the numbers 0.550 and 0.56 to form a true statement.

STEP 2

1. Convert both decimal numbers to a common format to make comparison straightforward.
2. Compare the two numbers digit by digit.
3. Determine the correct relational operator (`<`, `>`, or `=`) to form a true statement.

STEP 3

Convert both decimal numbers to the same number of decimal places. In this case, we can convert 0.56 to 0.560.
$0.550 \quad \text{and} \quad 0.560$

STEP 4

Compare the two numbers digit by digit from left to right.
$0.550 \quad \text{and} \quad 0.560$
- The integer part (0) is the same for both numbers. - The tenths place (5) is the same for both numbers. - The hundredths place (5) and (6) show that 0.550 < 0.560.

STEP 5

Based on the comparison, the correct relational operator to form a true statement is `<`.
$0.550 < 0.560$
Solution: $0.550 < 0.560$

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QuestionInsent <,><,><,> of = befween the pair of numbers to form a true statement 0.550 .56

Studdy Solution

STEP 1

1. The problem involves comparing two decimal numbers to determine their relative magnitude.2. We need to decide whether to place `<`, `>`, or `=` between the numbers 0.550 and 0.56 to form a true statement.

STEP 2

1. Convert both decimal numbers to a common format to make comparison straightforward.2. Compare the two numbers digit by digit.3. Determine the correct relational operator (`<`, `>`, or `=`) to form a true statement.

STEP 3

Convert both decimal numbers to the same number of decimal places. In this case, we can convert 0.56 to 0.560.0.550and0.560 0.550 \quad \text{and} \quad 0.560 0.550and0.560

STEP 4

Compare the two numbers digit by digit from left to right.0.550and0.560 0.550 \quad \text{and} \quad 0.560 0.550and0.560- The integer part (0) is the same for both numbers. - The tenths place (5) is the same for both numbers. - The hundredths place (5) and (6) show that 0.550 < 0.560.

STEP 5

Based on the comparison, the correct relational operator to form a true statement is `<`.0.550<0.560 0.550 < 0.560 0.550<0.560Solution: 0.550<0.560 0.550 < 0.560 0.550<0.560

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

QuestionInsent $<,>$ of = befween the pair of numbers to form a true statement 0.550 .56

1. The problem involves comparing two decimal numbers to determine their relative magnitude.
2. We need to decide whether to place `<`, `>`, or `=` between the numbers 0.550 and 0.56 to form a true statement.

1. Convert both decimal numbers to a common format to make comparison straightforward.
2. Compare the two numbers digit by digit.
3. Determine the correct relational operator (`<`, `>`, or `=`) to form a true statement.

Convert both decimal numbers to the same number of decimal places. In this case, we can convert 0.56 to 0.560.
$0.550 \quad \text{and} \quad 0.560$

Compare the two numbers digit by digit from left to right.
$0.550 \quad \text{and} \quad 0.560$
- The integer part (0) is the same for both numbers. - The tenths place (5) is the same for both numbers. - The hundredths place (5) and (6) show that 0.550 < 0.560.

Based on the comparison, the correct relational operator to form a true statement is `<`.
$0.550 < 0.560$
Solution: $0.550 < 0.560$