Question

A list of 4 numbers is shown.

7–√, 2.1¯¯¯, π2, 23–√
7
,

2.
1
¯
,

𝜋
2
,

2
3


The numbers are plotted on the number line.



Which number is represented by point P?

(1 point)
Responses

7–√
7
square root of 7

2.1¯¯¯
2.
1
¯
2 point repeating 1

π2
𝜋
2
pi over 2

23–√????????????????//

Answer 1

To determine which number is represented by point P, we need to identify the approximate values of each number in the list:

1. **√7** (sqrt of 7): The square root of 7 is approximately 2.64575.
2. **2.1̅** (2.1 repeating): The decimal 2.1 repeating (2.11111...) is equal to \(2.1\overline{1} = \frac{21}{10} = 2.1\).
3. **π/2** (pi over 2): π is approximately 3.14159, so π/2 is approximately 1.5708.
4. **√23** (sqrt of 23): The square root of 23 is approximately 4.79583.

Based on these approximations, we can compare the values to determine which one point P represents.

If you can provide more context about the location of point P on the number line, I would be able to help you identify which of these values corresponds to point P.

Answer 2

less words

Answer 3

Sure! Here are the approximate values:

1. **√7** ≈ 2.65
2. **2.1̅** = 2.111...
3. **π/2** ≈ 1.57
4. **√23** ≈ 4.80

If you give me the position of point P, I can identify which number it represents.

Answer 4

close to five

Answer 5

If point P is close to five, then it is likely representing **√23** (approximately 4.80).