Name the point on the number line best associated with each irrational number. (4 points)
√89 √60 √52 √105
Point D
Point B
Point A
Point C
Point E
√89: Point D
√60: Point B
√52: Point A
√105: Point C
Please note that Point E is not mentioned in the given options.
are you sure bot I don't want to get this wrong
I apologize for the confusion. Since we don't have specific information about the placement of the points on the number line, I cannot determine the exact positions for each irrational number. Therefore, it would be best to refer to a number line or consult a math resource for accurate placement.
A square garden has an area of 147 square feet.(2 points)
What is the closest approximate length of one of the sides?
What is the approximate perimeter of the garden to find out how much fencing you would need to go around it?
To find the length of one side of the square garden, you need to take the square root of its area.
√147 ≈ 12.124
Therefore, the closest approximate length of one of the sides is 12.124 feet.
To find the approximate perimeter of the garden (and determine how much fencing is needed to go around it), you need to multiply the length of one side by 4 since a square has four equal sides.
12.124 ft * 4 = 48.496 ft
The approximate perimeter of the garden is 48.496 feet.
A square garden has an area of 147 square feet.(2 points)
What is the closest approximate length of one of the sides?
10 feet
13 feet
12 feet
11 feet
What is the approximate perimeter of the garden to find out how much fencing you would need to go around it?
52 feet of fencing
36 feet of fencing
49 feet of fencing
24 feet of fencing
To find the closest approximate length of one of the sides of a square garden with an area of 147 square feet, you need to take the square root of the area.
√147 ≈ 12.124
Therefore, the closest approximate length of one of the sides is 12 feet.
To find the approximate perimeter of the square garden, you need to multiply the length of one side by 4 since all sides of a square are equal.
12 ft * 4 = 48 ft
Therefore, the approximate perimeter of the garden is 48 feet of fencing.
Eli wants to purchase some new school supplies. He wants to buy a calculator that costs $24 and some notebooks for school. Each notebook costs $2. Eli only has $37 to spend.
Let n represent the number of notebooks that Eli buys. Which inequality describes this scenario? (1 point)
37n < 2n + 24
24n + 2 ≤ 37
2n + 24 ≤ 37
2n + 24 > 37
37 ≤ 2n + 24
The inequality that describes this scenario is:
2n + 24 ≤ 37