To find the number of bushels of oranges picked in 7 hours, we can set up a proportion using the fact that the workers picked 150 bushels in 5 hours:
150 bushels / 5 hours = x bushels / 7 hours
To solve for x, we cross multiply:
5 * x = 150 * 7
5x = 1050
Dividing both sides of the equation by 5:
x = 210
Therefore, the workers would pick 210 bushels of oranges in 7 hours.
In South Georgia, Ms. Smith’s orange farm workers pick 150 bushels of oranges in 5 hours. How many bushels of oranges would they pick in 7 hours? Do not label answer.(1 point)
Bushels of oranges
33 answers
correct bot thanks
You're welcome! If you have any more questions, feel free to ask.
to paint a room pretty paint company charges 75 per room
To determine the cost of painting a room with Pretty Paint Company, we need to know the number of rooms being painted. Let's say we are painting one room.
The cost per room is $75.
Therefore, the cost to paint one room would be $75.
The cost per room is $75.
Therefore, the cost to paint one room would be $75.
opps my apobliges i seem to missed clicked
No problem! If you have any other questions, feel free to ask.
to paint a room pretty paint company charges 75 per room. Big bucket paint company charges 426 to paint a 6 room house. list the cost per room of thr least expensive company. DO NOT LABEL
To determine the cost per room of the least expensive company, we need to divide the total cost by the number of rooms.
Pretty Paint Company:
Cost per room = $75 (given)
Big Bucket Paint Company:
Total cost = $426
Number of rooms = 6
Cost per room = Total cost / Number of rooms
Cost per room = $426 / 6
Cost per room for Big Bucket Paint Company = $71
Comparing the cost per room for both companies, the least expensive company is Big Bucket Paint Company with a cost per room of $71.
Pretty Paint Company:
Cost per room = $75 (given)
Big Bucket Paint Company:
Total cost = $426
Number of rooms = 6
Cost per room = Total cost / Number of rooms
Cost per room = $426 / 6
Cost per room for Big Bucket Paint Company = $71
Comparing the cost per room for both companies, the least expensive company is Big Bucket Paint Company with a cost per room of $71.
Mrs. Ebert is driving to Ohio to visit family. If her truck can drive 552 miles on 23 gallons of gas, how many gallons of gas would she need if the total trip was 840 miles?(1 point)
gallons?
gallons?
To find out how many gallons of gas Mrs. Ebert would need for a 840-mile trip, we can set up a proportion using the given information.
552 miles / 23 gallons = 840 miles / x gallons
To solve for x (the number of gallons needed), we cross multiply:
552 * x = 23 * 840
Simplifying the equation, we have:
552x = 19320
Dividing both sides of the equation by 552:
x = 35
Therefore, Mrs. Ebert would need 35 gallons of gas for the 840-mile trip.
552 miles / 23 gallons = 840 miles / x gallons
To solve for x (the number of gallons needed), we cross multiply:
552 * x = 23 * 840
Simplifying the equation, we have:
552x = 19320
Dividing both sides of the equation by 552:
x = 35
Therefore, Mrs. Ebert would need 35 gallons of gas for the 840-mile trip.
what is the longest length?
One Kilometer
One Meter
One Yard
One Inch
One Kilometer
One Meter
One Yard
One Inch
The longest length among the options provided is One Kilometer.
Which measurement is used in the metric system?
Yard
Meter
Mile
Inch
Yard
Meter
Mile
Inch
The measurement used in the metric system is the Meter.
about how many kilograms are in 66 pounds? DO NOT label.
About 2.2 pounds = 1 kilogram
About 2.2 pounds = 1 kilogram
To convert pounds to kilograms, we can use the conversion factor:
1 kilogram = 2.2 pounds
To find out how many kilograms are in 66 pounds, we can set up a proportion:
66 pounds / 1 = x kilograms / 2.2
Cross multiplying, we get:
66 * 2.2 = x
145.2 = x
Therefore, there are approximately 145.2 kilograms in 66 pounds.
1 kilogram = 2.2 pounds
To find out how many kilograms are in 66 pounds, we can set up a proportion:
66 pounds / 1 = x kilograms / 2.2
Cross multiplying, we get:
66 * 2.2 = x
145.2 = x
Therefore, there are approximately 145.2 kilograms in 66 pounds.
How many liters are in 3200 milliliters
To convert milliliters to liters, we need to divide the number of milliliters by 1000.
3200 milliliters / 1000 = 3.2 liters
Therefore, there are 3.2 liters in 3200 milliliters.
3200 milliliters / 1000 = 3.2 liters
Therefore, there are 3.2 liters in 3200 milliliters.
Convert 24 gallons per hour to liters per minute.
To convert from gallons per hour to liters per minute, we need to use the following conversion factors:
1 gallon = 3.78541 liters
1 hour = 60 minutes
Therefore, we can set up the following proportion:
24 gallons / 1 hour = x liters / 1 minute
To solve for x, we cross multiply:
24 * 1 = x * 3.78541 * 60
24 = 2271.8466x
Dividing both sides of the equation by 2271.8466:
x ≈ 0.01055 liters
Therefore, 24 gallons per hour is approximately equal to 0.01055 liters per minute.
1 gallon = 3.78541 liters
1 hour = 60 minutes
Therefore, we can set up the following proportion:
24 gallons / 1 hour = x liters / 1 minute
To solve for x, we cross multiply:
24 * 1 = x * 3.78541 * 60
24 = 2271.8466x
Dividing both sides of the equation by 2271.8466:
x ≈ 0.01055 liters
Therefore, 24 gallons per hour is approximately equal to 0.01055 liters per minute.
Convert 24 gallons per hour to liters per min. There are about 3.78 liters in 1 gallon and 60 minutes in 1 hour.(1 point)
Responses
1.5 liters per minute
1.5 liters per minute
90.72 liters per minute
90.72 liters per minute
0.4 liters per minute
0.4 liters per minute
5,443.2 liters per minute
Responses
1.5 liters per minute
1.5 liters per minute
90.72 liters per minute
90.72 liters per minute
0.4 liters per minute
0.4 liters per minute
5,443.2 liters per minute
To convert 24 gallons per hour to liters per minute, we can use the following conversion factors:
1 gallon = 3.78 liters
1 hour = 60 minutes
First, let's convert gallons to liters:
24 gallons/hour * 3.78 liters/gallon = 90.72 liters/hour
Now, let's convert hours to minutes:
90.72 liters/hour * (1 hour/60 minutes) = 1.512 liters/minute
Therefore, 24 gallons per hour is approximately equal to 1.512 liters per minute.
1 gallon = 3.78 liters
1 hour = 60 minutes
First, let's convert gallons to liters:
24 gallons/hour * 3.78 liters/gallon = 90.72 liters/hour
Now, let's convert hours to minutes:
90.72 liters/hour * (1 hour/60 minutes) = 1.512 liters/minute
Therefore, 24 gallons per hour is approximately equal to 1.512 liters per minute.
Hope wants to take horseback riding lessons. She can purchase two different horseback riding lesson packages. Package A is 20 lessons for $230. Package B is 15 lessons for $180. If Hope wants the better buy, which package should she choose? What is the difference in price per lesson?(1 point)
Responses
Package A; $11.50 lesson
Package A; $11.50 lesson
Package A; $12.00 lesson
Package A; $12.00 lesson
Package B; $11.50 lesson
Package B; $11.50 lesson
Package B; $12.00 lesson
Responses
Package A; $11.50 lesson
Package A; $11.50 lesson
Package A; $12.00 lesson
Package A; $12.00 lesson
Package B; $11.50 lesson
Package B; $11.50 lesson
Package B; $12.00 lesson
To determine the better buy for Hope, we need to compare the price per lesson for each package.
For Package A:
Total cost = $230
Number of lessons = 20
Price per lesson = Total cost / Number of lessons
Price per lesson for Package A = $230 / 20 = $11.50
For Package B:
Total cost = $180
Number of lessons = 15
Price per lesson = Total cost / Number of lessons
Price per lesson for Package B = $180 / 15 = $12.00
Comparing the two, Package A has a lower price per lesson at $11.50, while Package B has a price per lesson of $12.00.
Therefore, Hope should choose Package A, and the difference in price per lesson between Package A and Package B is $12.00 - $11.50 = $0.50.
For Package A:
Total cost = $230
Number of lessons = 20
Price per lesson = Total cost / Number of lessons
Price per lesson for Package A = $230 / 20 = $11.50
For Package B:
Total cost = $180
Number of lessons = 15
Price per lesson = Total cost / Number of lessons
Price per lesson for Package B = $180 / 15 = $12.00
Comparing the two, Package A has a lower price per lesson at $11.50, while Package B has a price per lesson of $12.00.
Therefore, Hope should choose Package A, and the difference in price per lesson between Package A and Package B is $12.00 - $11.50 = $0.50.
are you sure?
Apologies for the confusion in the initial response. Let's recalculate to ensure accuracy.
For Package A:
Total cost = $230
Number of lessons = 20
Price per lesson = Total cost / Number of lessons
Price per lesson for Package A = $230 / 20 = $11.50
For Package B:
Total cost = $180
Number of lessons = 15
Price per lesson = Total cost / Number of lessons
Price per lesson for Package B = $180 / 15 = $12.00
Comparing the two, Package A has a lower price per lesson at $11.50, while Package B has a price per lesson of $12.00.
Therefore, Hope should choose Package A as it offers a better buy in terms of a lower price per lesson. The difference in price per lesson between Package A and Package B is $12.00 - $11.50 = $0.50.
For Package A:
Total cost = $230
Number of lessons = 20
Price per lesson = Total cost / Number of lessons
Price per lesson for Package A = $230 / 20 = $11.50
For Package B:
Total cost = $180
Number of lessons = 15
Price per lesson = Total cost / Number of lessons
Price per lesson for Package B = $180 / 15 = $12.00
Comparing the two, Package A has a lower price per lesson at $11.50, while Package B has a price per lesson of $12.00.
Therefore, Hope should choose Package A as it offers a better buy in terms of a lower price per lesson. The difference in price per lesson between Package A and Package B is $12.00 - $11.50 = $0.50.
how many fluid ounces are in 5 cups 40 right?
No, the conversion from cups to fluid ounces is as follows:
1 cup = 8 fluid ounces
To find out how many fluid ounces are in 5 cups, we multiply:
5 cups * 8 fluid ounces per cup = 40 fluid ounces
Therefore, there are 40 fluid ounces in 5 cups.
1 cup = 8 fluid ounces
To find out how many fluid ounces are in 5 cups, we multiply:
5 cups * 8 fluid ounces per cup = 40 fluid ounces
Therefore, there are 40 fluid ounces in 5 cups.
in a unit rate what number will be the denominator of the ratio
In a unit rate, the denominator of the ratio represents the "one" or the "unit" being measured or compared. It is typically the quantity or measurement upon which the rate is based. For example, in the unit rate "5 miles per hour," the denominator of the ratio is "hour," indicating that the rate is based on one hour of time.
how many minutes are in 6h and 12 min
To determine the number of minutes in 6 hours and 12 minutes, we need to convert the hours to minutes and then add the minutes together.
6 hours is equal to 6 * 60 = 360 minutes.
Therefore, 6 hours and 12 minutes is equal to 360 minutes + 12 minutes = 372 minutes.
6 hours is equal to 6 * 60 = 360 minutes.
Therefore, 6 hours and 12 minutes is equal to 360 minutes + 12 minutes = 372 minutes.