Math / Numbers & Operations

QuestionWhich sign makes the statement true? $\frac{-11}{4} ?-2.75$

Studdy Solution

STEP 1

1. We are comparing the fraction $\frac{-11}{4}$ with the decimal $-2.75$ .
2. We need to determine which inequality sign ( $<$ , $>$ , or $=$ ) makes the statement true.

STEP 2

1. Convert the fraction to a decimal.
2. Compare the decimal values.
3. Determine the correct inequality sign.

STEP 3

Convert the fraction $\frac{-11}{4}$ to a decimal by performing the division.
$\frac{-11}{4} = -2.75$

STEP 4

Compare the decimal values of $-2.75$ and $-2.75$ .
Since both values are equal, we have:
$-2.75 = -2.75$

STEP 5

Determine the correct inequality sign.
Since $-2.75$ is equal to $-2.75$ , the correct sign is:
$=$
The sign that makes the statement true is:
$\boxed{=}$

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QuestionWhich sign makes the statement true? $\frac{-11}{4} ?-2.75$

Studdy Solution

STEP 1

1. We are comparing the fraction $\frac{-11}{4}$ with the decimal $-2.75$ .
2. We need to determine which inequality sign ( $<$ , $>$ , or $=$ ) makes the statement true.

STEP 2

1. Convert the fraction to a decimal.
2. Compare the decimal values.
3. Determine the correct inequality sign.

STEP 3

Convert the fraction $\frac{-11}{4}$ to a decimal by performing the division.
$\frac{-11}{4} = -2.75$

STEP 4

Compare the decimal values of $-2.75$ and $-2.75$ .
Since both values are equal, we have:
$-2.75 = -2.75$

STEP 5

Determine the correct inequality sign.
Since $-2.75$ is equal to $-2.75$ , the correct sign is:
$=$
The sign that makes the statement true is:
$\boxed{=}$

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QuestionWhich sign makes the statement true? −114?−2.75\frac{-11}{4} ?-2.754−11​?−2.75

Studdy Solution

STEP 1

1. We are comparing the fraction −114\frac{-11}{4}4−11​ with the decimal −2.75-2.75−2.75.2. We need to determine which inequality sign (<<<, >>>, or ===) makes the statement true.

STEP 2

1. Convert the fraction to a decimal.2. Compare the decimal values.3. Determine the correct inequality sign.

STEP 3

Convert the fraction −114\frac{-11}{4}4−11​ to a decimal by performing the division.−114=−2.75 \frac{-11}{4} = -2.75 4−11​=−2.75

STEP 4

Compare the decimal values of −2.75-2.75−2.75 and −2.75-2.75−2.75.Since both values are equal, we have:−2.75=−2.75 -2.75 = -2.75 −2.75=−2.75

STEP 5

Determine the correct inequality sign.Since −2.75-2.75−2.75 is equal to −2.75-2.75−2.75, the correct sign is:= = = The sign that makes the statement true is:=\boxed{=}=​

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QuestionWhich sign makes the statement true? $\frac{-11}{4} ?-2.75$

1. We are comparing the fraction $\frac{-11}{4}$ with the decimal $-2.75$ .
2. We need to determine which inequality sign ( $<$ , $>$ , or $=$ ) makes the statement true.

1. Convert the fraction to a decimal.
2. Compare the decimal values.
3. Determine the correct inequality sign.

Convert the fraction $\frac{-11}{4}$ to a decimal by performing the division.
$\frac{-11}{4} = -2.75$

Compare the decimal values of $-2.75$ and $-2.75$ .
Since both values are equal, we have:
$-2.75 = -2.75$

Determine the correct inequality sign.
Since $-2.75$ is equal to $-2.75$ , the correct sign is:
$=$
The sign that makes the statement true is:
$\boxed{=}$