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Identify the numeric order of these fractions and mixed numbers from smallest to largest: 136

, 235
, 79
, 178
.(1 point)
Responses

79
, 106
, 1618
, 135
Start Fraction 7 over 9 End Fraction , Start Fraction 10 over 6 End Fraction , Start Fraction 16 over 18 End Fraction , Start Fraction 13 over 5 End Fraction

79
, 136
, 178
, 235
Start Fraction 7 over 9 End Fraction , 1 Start Fraction 3 over 6 End Fraction , 1 Start Fraction 7 over 8 End Fraction , 2 Start Fraction 3 over 5 End Fraction

1315
, 158
, 96
, 79
Start Fraction 13 over 15 End Fraction , Start Fraction 15 over 8 End Fraction , Start Fraction 9 over 6 End Fraction , Start Fraction 7 over 9 End Fraction

235
, 178
, 136
, 79

11 answers

To find the numeric order of the fractions and mixed numbers from smallest to largest, we first need to convert them to decimal or improper fraction form if needed.

  1. Convert the mixed numbers and fractions to decimals:

    • \( \frac{7}{9} \approx 0.777\)
    • \( \frac{10}{6} = \frac{5}{3} \approx 1.666\) (or 1.67)
    • \( \frac{16}{18} = \frac{8}{9} \approx 0.889\)
    • \( \frac{13}{5} = 2.6\)

  2. Find the decimal representations of the whole numbers:

    • 79 = 79.0
    • 136 = 136.0
    • 178 = 178.0
    • 235 = 235.0

Now we can compare the values:

  • \( \frac{7}{9} \approx 0.777\)

  • \( \frac{16}{18} \approx 0.889\)

  • \( \frac{10}{6} \approx 1.67\)

  • \( \frac{13}{5} = 2.6\)

  • 79 = 79.0

  • 136 = 136.0

  • 178 = 178.0

  • 235 = 235.0

  1. Combine all values:
    • \( \frac{7}{9} \approx 0.777\)
    • \( \frac{16}{18} \approx 0.889\)
    • \( \frac{10}{6} \approx 1.67\) (or 1.666)
    • 79
    • 136
    • 178
    • 235

Now, putting them in order from smallest to largest:

  • \( \frac{7}{9} \) (0.777)
  • \( \frac{16}{18} \) (0.889)
  • \( \frac{10}{6} \) (1.666)
  • 79
  • 136
  • 178
  • 235

So we order them as follows:

  1. \( \frac{7}{9} \)
  2. \( \frac{16}{18} \)
  3. \( \frac{10}{6} \)
  4. \( 79 \)
  5. \( 136 \)
  6. \( 178 \)
  7. \( 235 \)

Now we check the answer choices provided:

The order from smallest to largest is: 79, 136, 178, 235

Thus, the correct order is: 79, 136, 178, 235.

Identify the numeric order of these fractions from smallest to largest: 36
, 16
, 56
, 26
.(1 point)
Responses

16
, 26
, 36
, 56
Start Fraction 1 over 6 End Fraction , Start Fraction 2 over 6 End Fraction , Start Fraction 3 over 6 End Fraction , Start Fraction 5 over 6 End Fraction

1836
, 56
, 636
, 26
Start Fraction 18 over 36 End Fraction , Start Fraction 5 over 6 End Fraction , Start Fraction 6 over 36 End Fraction , Start Fraction 2 over 6 End Fraction

3036
, 1836
, 1236
, 636
Start Fraction 30 over 36 End Fraction , Start Fraction 18 over 36 End Fraction , Start Fraction 12 over 36 End Fraction , Start Fraction 6 over 36 End Fraction

36
, 26
, 16
, 56

To determine the numeric order of the fractions \( \frac{36}{36}, \frac{16}{36}, \frac{56}{36}, \frac{26}{36} \) from smallest to largest, we need to analyze the numerical values of these numbers, which are given as:

  1. Whole Numbers:
    • 16
    • 26
    • 36
    • 56

These numbers can be listed in increasing order.

Arranging the whole numbers gives us:

  • 16
  • 26
  • 36
  • 56

So, the numeric order from smallest to largest is: 16, 26, 36, 56.

Now, let's check this against the provided responses:

  1. 16, 26, 36, 56 (Correct).
  2. Start Fraction responses involving fractions of 36:
    • This option provides fractions but does not match the given whole numbers.

Thus, the correct answer is: 16, 26, 36, 56.

Identify the numeric order of these fractions and mixed numbers from smallest to largest: 46
, 256
, 212
, 234
.(1 point)
Responses

25
, 411
, 617
, 46
Start Fraction 2 over 5 End Fraction , Start Fraction 4 over 11 End Fraction , Start Fraction 6 over 17 End Fraction , Start Fraction 4 over 6 End Fraction

46
, 212
, 234
, 256
Start Fraction 4 over 6 End Fraction , 2 Start Fraction 1 over 2 End Fraction , 2 Start Fraction 3 over 4 End Fraction , 2 Start Fraction 5 over 6 End Fraction

52
, 114
, 176
, 46
Start Fraction 5 over 2 End Fraction , Start Fraction 11 over 4 End Fraction , Start Fraction 17 over 6 End Fraction , Start Fraction 4 over 6 End Fraction

256
, 234
, 212
, 46

To determine the numeric order of the fractions and mixed numbers from smallest to largest, let's first consider the provided whole numbers and convert them where necessary:

Whole Numbers and Mixed Numbers:

  • 46
  • 212
  • 234
  • 256

We can compare these numbers directly, as they are all already whole numbers.

Numeric Order:

Arranging them from smallest to largest gives:

  1. 46
  2. 212
  3. 234
  4. 256

Checking Against the Responses:

  1. 25, 411, 617, 46 - Incorrect.
  2. 46, 212, 234, 256 - Correct.
  3. 52, 114, 176, 46 - Incorrect.
  4. 256, 234, 212, 46 - Incorrect.

The correct order is: 46, 212, 234, 256.

Thus, the answer from the responses is: 46, 212, 234, 256.

Identify the descending numerical order of these fractions and decimals: 0.733, 0.923, 125
, 1720
, 1518
.(1 point)
Responses

0.85, 1.4, 0.833, 0.733, 0.923
0.85, 1.4, 0.833, 0.733, 0.923

125
, 1518
, 1720
, 0.733, 0.923
1 Start Fraction 2 over 5 End Fraction , Start Fraction 15 over 18 End Fraction , Start Fraction 17 over 20 End Fraction , 0.733, 0.923

125
, 0.923, 1720
, 1518
, 0.733
1 Start Fraction 2 over 5 End Fraction , 0.923, Start Fraction 17 over 20 End Fraction , Start Fraction 15 over 18 End Fraction , 0.733

0.733, 125
, 1518
, 1720
, 0.923
0.733, 1 Start Fraction 2 over 5 End Fraction , Start Fraction 15 over 18 End Fraction , Start Fraction 17 over 20 End Fraction , 0.923

To determine the descending numerical order of the given fractions and decimals, we need to compare all the values:

Given Values:

  • \(0.733\)
  • \(0.923\)
  • \(125\)
  • \(1720\)
  • \(1518\)

Converting Decimals to Comparable Numbers:

The decimal values are already in a comparable format. The whole numbers can be compared directly.

List of Values for Comparison:

  1. \(0.733\)
  2. \(0.923\)
  3. \(125\)
  4. \(1518\)
  5. \(1720\)

Arranging in Descending Order:

Now, we arrange these values from largest to smallest:

  1. 1720
  2. 1518
  3. 125
  4. 0.923
  5. 0.733

Checking Against the Responses:

  1. 0.85, 1.4, 0.833, 0.733, 0.923 - Incorrect.
  2. 125, 1518, 1720, 0.733, 0.923 - Incorrect.
  3. 125, 0.923, 1720, 1518, 0.733 - Incorrect.
  4. 0.733, 125, 1518, 1720, 0.923 - Incorrect.

From our arrangement, the accurate descending order is: 1720, 1518, 125, 0.923, 0.733.

This specific arrangement does not appear in the given response options, so none of the options provided are correct. The correct answer is based on the values we have:

  • 1720
  • 1518
  • 125
  • 0.923
  • 0.733

If any adjustments or assumptions regarding the question were made (such as if there were further decimals like 1.4 and 0.85 that may appear due to rounding), please provide those details. Based solely on the values provided, the order stated is the descending numeric order.

I meant Identify the descending numerical order of these fractions and decimals: 0.733, 0.923, 1 2/5, 17/20, 15/18

To identify the descending numerical order of the given fractions and decimals, we first need to convert all the fractions into decimal form for easier comparison.

Given Values:

  1. 0.733
  2. 0.923
  3. \( 1 \frac{2}{5} \) (which converts to \( 1.4 \))
  4. \( \frac{17}{20} \) (which converts to \( 0.85 \))
  5. \( \frac{15}{18} \) (which simplifies to \( \frac{5}{6} \approx 0.8333... \))

Decimal Comparisons:

  • 0.733
  • 0.923
  • \( 1 \frac{2}{5} = 1.4 \)
  • \( \frac{17}{20} = 0.85 \)
  • \( \frac{15}{18} = 0.8333 \)

Arranging in Descending Order:

Now that we have all values in decimal form, we can compare and arrange them from largest to smallest:

  1. 1.4 (or \( 1 \frac{2}{5} \))
  2. 0.923
  3. 0.85 (or \( \frac{17}{20} \))
  4. 0.8333 (or \( \frac{15}{18} \))
  5. 0.733

Final Result in Descending Order:

The descending numerical order is:

  1. \( 1 \frac{2}{5} \) (1.4)
  2. 0.923
  3. \( \frac{17}{20} \) (0.85)
  4. \( \frac{15}{18} \) (approximately 0.8333)
  5. 0.733

So, the final order in descending numerical value is:

1.4, 0.923, 0.85, 0.8333, 0.733.

so which answer? 0.85, 1.4, 0.833, 0.733, 0.923
0.85, 1.4, 0.833, 0.733, 0.923

125
, 1518
, 1720
, 0.733, 0.923
1 Start Fraction 2 over 5 End Fraction , Start Fraction 15 over 18 End Fraction , Start Fraction 17 over 20 End Fraction , 0.733, 0.923

125
, 0.923, 1720
, 1518
, 0.733
1 Start Fraction 2 over 5 End Fraction , 0.923, Start Fraction 17 over 20 End Fraction , Start Fraction 15 over 18 End Fraction , 0.733

0.733, 125
, 1518
, 1720
, 0.923

Based on the numerical order we determined:

  1. \( 1 \frac{2}{5} \) (or 1.4)
  2. 0.923
  3. 0.85 (or \( \frac{17}{20} \))
  4. 0.8333... (or \( \frac{15}{18} \))
  5. 0.733

This order translates to:

  • 1.4
  • 0.923
  • 0.85
  • 0.8333
  • 0.733

Now, let's look at the provided responses:

  1. 0.85, 1.4, 0.833, 0.733, 0.923 - Incorrect order (1.4 should be first, 0.85 should be second).

  2. 125, 1518, 1720, 0.733, 0.923 - Incorrect (does not match any of the numbers provided).

  3. 1 Start Fraction 2 over 5 End Fraction, Start Fraction 15 over 18 End Fraction, Start Fraction 17 over 20 End Fraction, 0.733, 0.923 - This includes the mixed number in the correct numerical order, but does not have the correct structure.

  4. 125, 0.923, 1720, 1518, 0.733 - Incorrect (does not match).

  5. 0.733, 125, 1518, 1720, 0.923 - Incorrect (does not match).

Conclusion:

None of the provided responses match the correct descending order of the specified fractions and decimals based on our calculations. The correct descending order is:

1.4, 0.923, 0.85, 0.8333, 0.733.

However, if you are looking specifically for the closest response, option 3 contains relevant fractions, but it lacks complete ordering and clarity.

Correct Visual Representation:

If you are looking for a direct answer based solely on the fractions:

  1. 1 Start Fraction 2 over 5 End Fraction (1.4)
  2. 0.923
  3. Start Fraction 17 over 20 End Fraction (0.85)
  4. Start Fraction 15 over 18 End Fraction (0.8333)
  5. 0.733

But as it stands, there is no single correct answer among the listed options based on our calculations.