5 pt 1 c =
26 answers
Without context, it is impossible to determine what 5 pt 1 c might refer to. Please provide more information for a specific answer.
Convert:
5 pt 1 c = c
5 pt 1 c = c
There are 10 centimeters (cm) in 1 centicentermeter (c). Therefore, we can convert 5 pt 1 c to centimeters as follows:
5 pt 1 c = 5 cm + 1/10 cm = 5.1 cm
So, 5 pt 1 c = 5.1 c.
5 pt 1 c = 5 cm + 1/10 cm = 5.1 cm
So, 5 pt 1 c = 5.1 c.
Simplify the expression.
-3(-2c + 7) =
-3(-2c + 7) =
When we distribute the negative sign outside the parentheses, we get:
-3(-2c + 7) = 6c - 21
Therefore, -3(-2c + 7) simplifies to 6c - 21.
-3(-2c + 7) = 6c - 21
Therefore, -3(-2c + 7) simplifies to 6c - 21.
Each side of a square classroom is 6 meters long. The school wants to replace the carpet in the classroom with new carpet that costs $81.00 per square meter. How much will the new carpet cost?
The area of a square is given by the formula A = s^2, where s is the length of a side. In this case, the area of the square classroom is:
A = s^2 = 6^2 = 36 square meters
To find the cost of the new carpet, we need to multiply the area of the classroom by the cost per square meter:
Cost = $81.00/m^2 x 36 m^2 = $2,916.00
Therefore, the new carpet will cost $2,916.00.
A = s^2 = 6^2 = 36 square meters
To find the cost of the new carpet, we need to multiply the area of the classroom by the cost per square meter:
Cost = $81.00/m^2 x 36 m^2 = $2,916.00
Therefore, the new carpet will cost $2,916.00.
A bakery is 8 meters wide and 16 meters long. The baker wants to put a wooden shelf around the inside of the bakery. The wooden shelving costs $20.00 per meter. How much will the baker's shelf cost?
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The bakery has dimensions of 8 meters by 16 meters, which means that the perimeter of the bakery (the total length of all four sides) is:
P = 2(8m) + 2(16m) = 16m + 32m = 48 meters
To calculate the cost of the wooden shelving, we need to multiply the perimeter by the cost per meter:
Cost = $20.00/m x 48 m = $960.00
Therefore, the baker's shelf will cost $960.00.
P = 2(8m) + 2(16m) = 16m + 32m = 48 meters
To calculate the cost of the wooden shelving, we need to multiply the perimeter by the cost per meter:
Cost = $20.00/m x 48 m = $960.00
Therefore, the baker's shelf will cost $960.00.
Marie's vegetable patch is 10 yards wide and 22 yards long. Marie wants to build a fence around the vegetable patch. The fencing material costs $2.00 per yard. How much would it cost in total to build the fence?
The vegetable patch has dimensions of 10 yards by 22 yards, which means that the perimeter of the vegetable patch (the total length of all four sides) is:
P = 2(10yds) + 2(22yds) = 20yds + 44yds = 64 yards
To calculate the cost of the fencing material, we need to multiply the perimeter by the cost per yard:
Cost = $2.00/yd x 64 yds = $128.00
Therefore, it would cost $128.00 in total to build the fence.
P = 2(10yds) + 2(22yds) = 20yds + 44yds = 64 yards
To calculate the cost of the fencing material, we need to multiply the perimeter by the cost per yard:
Cost = $2.00/yd x 64 yds = $128.00
Therefore, it would cost $128.00 in total to build the fence.
Brenda has a tent that is 5 feet wide by 8 feet long. Brenda wants to buy a plastic tarp to go under the tent. The tarps are sold for $5.00 per square foot. How much would it cost to buy a tarp that is the same size as Brenda's tent?
The area of Brenda's tent is:
A = 5 feet x 8 feet = 40 square feet
To find the cost of the tarp, we need to multiply the area of the tent by the cost per square foot:
Cost = $5.00/sq ft x 40 sq ft = $200.00
Therefore, it would cost $200.00 to buy a tarp that is the same size as Brenda's tent.
A = 5 feet x 8 feet = 40 square feet
To find the cost of the tarp, we need to multiply the area of the tent by the cost per square foot:
Cost = $5.00/sq ft x 40 sq ft = $200.00
Therefore, it would cost $200.00 to buy a tarp that is the same size as Brenda's tent.
Brenda has a tent that is 5 feet wide by 8 feet long. Brenda wants to buy a plastic tarp to go under the tent. The tarps are sold for $5.00 per square foot. How much would it cost to buy a tarp that is the same size as Brenda's tent?
$
$
Megan's dining room is 4 meters wide and 6 meters long. Megan wants to install wooden trim around the top of the room. The trim costs $7.00 per meter. How much will it cost Megan to buy enough trim?
The perimeter of Megan's dining room (the total length of all four sides) is:
P = 2(4m) + 2(6m) = 8m + 12m = 20 meters
To calculate the cost of the wooden trim, we need to multiply the perimeter by the cost per meter:
Cost = $7.00/m x 20 m = $140.00
Therefore, it will cost Megan $140.00 to buy enough trim.
P = 2(4m) + 2(6m) = 8m + 12m = 20 meters
To calculate the cost of the wooden trim, we need to multiply the perimeter by the cost per meter:
Cost = $7.00/m x 20 m = $140.00
Therefore, it will cost Megan $140.00 to buy enough trim.
Brennan wants to build a concrete patio that will be 9 yards by 11 yards. It will cost $1.00 per square yard to build. What will be the total cost of the patio?
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$
The area of the concrete patio is:
A = 9 yards x 11 yards = 99 square yards
To find the cost of the patio, we need to multiply the area by the cost per square yard:
Cost = $1.00/sq yd x 99 sq yds = $99.00
Therefore, the total cost of the patio will be $99.00.
A = 9 yards x 11 yards = 99 square yards
To find the cost of the patio, we need to multiply the area by the cost per square yard:
Cost = $1.00/sq yd x 99 sq yds = $99.00
Therefore, the total cost of the patio will be $99.00.
A beach volleyball court is 9 meters wide and 18 meters long. The rope used for the boundary line costs $1.00 per meter. How much would it cost to buy a new boundary line for the court?
The perimeter of the beach volleyball court (the total length of all four sides) is:
P = 2(9m) + 2(18m) = 18m + 36m = 54 meters
To calculate the cost of the boundary line, we need to multiply the perimeter by the cost per meter:
Cost = $1.00/m x 54m = $54.00
Therefore, it would cost $54.00 to buy a new boundary line for the court.
P = 2(9m) + 2(18m) = 18m + 36m = 54 meters
To calculate the cost of the boundary line, we need to multiply the perimeter by the cost per meter:
Cost = $1.00/m x 54m = $54.00
Therefore, it would cost $54.00 to buy a new boundary line for the court.
The sides of a square-shaped room are 2 meters long. Jeffrey wants to buy carpet to cover the floor of the room. If the carpet costs $15.00 per square meter, how much will it cost to buy enough carpet for the room?
The area of a square is given by the formula A = s^2, where s is the length of a side. In this case, the area of the square-shaped room is:
A = s^2 = 2^2 = 4 square meters
To find the cost of the carpet, we need to multiply the area of the room by the cost per square meter:
Cost = $15.00/m^2 x 4 m^2 = $60.00
Therefore, it will cost $60.00 to buy enough carpet for the room.
A = s^2 = 2^2 = 4 square meters
To find the cost of the carpet, we need to multiply the area of the room by the cost per square meter:
Cost = $15.00/m^2 x 4 m^2 = $60.00
Therefore, it will cost $60.00 to buy enough carpet for the room.
A shop in the mall is 6 meters by 11 meters. How much would it cost to recarpet the shop with carpet that costs $3.00 per square meter?
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$
The area of the shop is:
A = 6 meters x 11 meters = 66 square meters
To find the cost of the carpet, we need to multiply the area of the shop by the cost per square meter:
Cost = $3.00/m^2 x 66 m^2 = $198.00
Therefore, it would cost $198.00 to recarpet the shop with carpet that costs $3.00 per square meter.
A = 6 meters x 11 meters = 66 square meters
To find the cost of the carpet, we need to multiply the area of the shop by the cost per square meter:
Cost = $3.00/m^2 x 66 m^2 = $198.00
Therefore, it would cost $198.00 to recarpet the shop with carpet that costs $3.00 per square meter.
Mateo has $63.00. How much money will Mateo have left if he buys a winter jacket and a pair of khaki pants?
pair of tennis shoes $25.00
pair of shoes $25.00
winter jacket $11.00
pair of khaki pants $16.00
pair of shorts $21.00
pair of tennis shoes $25.00
pair of shoes $25.00
winter jacket $11.00
pair of khaki pants $16.00
pair of shorts $21.00
The cost of the winter jacket and the pair of khaki pants is $11.00 + $16.00 = $27.00.
To find out how much money Mateo will have left, we need to subtract the cost of the jacket and pants from his initial amount of money:
$63.00 - $27.00 = $36.00
Therefore, Mateo will have $36.00 left if he buys the winter jacket and pair of khaki pants.
To find out how much money Mateo will have left, we need to subtract the cost of the jacket and pants from his initial amount of money:
$63.00 - $27.00 = $36.00
Therefore, Mateo will have $36.00 left if he buys the winter jacket and pair of khaki pants.