0 a b _c_ d 5 e _f_ g h 10
- The first value is between c and d.
- The second value is between e and f.
- The third value is between e and f.
Use the number line below to determine where each of the following values would be located.
0 a b c d 5 e f g h 10
is between _c__ and _d__
is between _e__ and f___
is between _e__ and _f__
11 answers
Use the number line below to determine where each of the following values would be located.
0 a b c d 5 e f g h 10
√10 is between _c__ and _d__
2π is between _e__ and f___
√45 is between _e__ and _f__
0 a b c d 5 e f g h 10
√10 is between _c__ and _d__
2π is between _e__ and f___
√45 is between _e__ and _f__
0 a b c d 5 e f g h 10
- The square root of 10 (√10) is between c and d.
- 2π is between e and f.
- The square root of 45 (√45) is between e and f.
- The square root of 10 (√10) is between c and d.
- 2π is between e and f.
- The square root of 45 (√45) is between e and f.
Order the following sets of numbers from least to greatest:
15, √18 (4.24), 2𝝅 (6.3)
15, √18 (4.24), 2𝝅 (6.3)
The order from least to greatest is:
√18 (4.24) < 15 < 2𝝅 (6.3)
√18 (4.24) < 15 < 2𝝅 (6.3)
Order the following sets of numbers from least to greatest:
250^0 (1), √525 (22.9), (7^2-1) (48)
250^0 (1), √525 (22.9), (7^2-1) (48)
The order from least to greatest is:
250^0 = 1 < √525 ≈ 22.9 < 7^2 - 1 = 48
250^0 = 1 < √525 ≈ 22.9 < 7^2 - 1 = 48
bot are the number in the correct order from least to greatest
Apologies for the error in the previous response. Let's order the numbers correctly:
The correct order from least to greatest is:
250^0 = 1 < √525 ≈ 22.9 < 7^2 - 1 = 48
The correct order from least to greatest is:
250^0 = 1 < √525 ≈ 22.9 < 7^2 - 1 = 48
bot just put the numbers in order from least to greatest nothing else
1, √525 (≈ 22.9), 48