Identify the descending numerical order of these fractions and decimals: 0.733, 0.923, 125, 1720, 1518.(1 point)
Responses
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
0.85, 1.4, 0.833, 0.733, 0.923
0.923, 0.733, 1720, 1518, 125
add: (2m%E2%88%923)+(3n%E2%88%921)+(3m+1) .(1 point)
0.85, 1.4, 0.833, 0.733, 0.923
To identify the descending numerical order of these fractions and decimals: 0.733, 0.923, 125, 1720, 1518, we need to compare them and arrange them from highest to lowest.
Let's start by comparing the decimals.
0.733 is smaller than 0.923.
Next, let's compare the whole numbers.
125 is smaller than both 1720 and 1518.
Now, let's compare the remaining fractions.
To compare fractions, we need to find a common denominator.
Let's convert the fractions to have a denominator of 20, which is the least common multiple of 5 and 18.
2/5 is equivalent to 8/20.
15/18 is equivalent to 25/20.
17/20 remains the same.
Now, comparing the fractions:
8/20 is smaller than 25/20 and 17/20.
Putting it all together, the descending numerical order is:
125, 1518, 1720, 0.923, 0.733