Monique and her family decorated their house for the holidays.The roofline around their house measured 37 yards.When they went to the store,each box of lights contained 25 feet of stringed lights

If they buy 5 boxes of lights,will they have enough lights to go around the roofline of the house? Explain.

Monique's brother also wants to put lights around the front window.The window is 144 inches wide and 96 inches tall.How many boxes of lights will Monique's brother need to buy?

Monique wants to make the front door and the front window look like gifts. She buys exactly enough wrapping paper to cover each of them.If she bought 117 square feet of wrapping paper and the door is 3 feet wide,how tall is the door?

I don't get how to answer these. Can anyone help me please?

Can anyone help?

what grade question is this. running.from.myself?

Sure! I can help you with these questions.

Question 1: To determine if they have enough lights to go around the roofline of the house, we need to compare the length of the roofline with the total length of the lights they purchased.

First, we need to convert the roofline measurement from yards to feet, since the length of the stringed lights is given in feet. There are 3 feet in 1 yard, so the roofline length in feet would be 37 yards * 3 feet/yard = 111 feet.

Next, we need to calculate the total length of lights they have. Since each box contains 25 feet of stringed lights, the total length of lights they would have if they buy 5 boxes is 5 boxes * 25 feet/box = 125 feet.

Therefore, since 125 feet is greater than the length of the roofline (111 feet), they would have enough lights to go around the roofline of the house.

Question 2: To determine how many boxes of lights Monique's brother needs to buy for the front window, we need to calculate the perimeter of the window and then convert it to feet.

The window width is given as 144 inches, which is equivalent to 144 inches / 12 inches/foot = 12 feet.
The window height is given as 96 inches, which is equivalent to 96 inches / 12 inches/foot = 8 feet.

To calculate the perimeter of the window, we add the width and height of each of the four sides:
Perimeter = 2 * (Width + Height) = 2 * (12 feet + 8 feet) = 2 * 20 feet = 40 feet.

Since each box contains 25 feet of stringed lights, Monique's brother would need to buy at least 2 boxes to have enough lights to go around the front window.

Question 3: To determine the height of the door, we need to divide the total square footage of wrapping paper by the width of the door.

The total square footage of wrapping paper is given as 117 square feet.

Since the door width is given as 3 feet, we can determine the height by dividing the total square footage by the width:
Height = Total square footage / Width = 117 square feet / 3 feet = 39 feet.

Therefore, the door is 39 feet tall.