Question
4. How many whole gallons of milk can you buy for $14 at each store? Remember, you can't buy part of a gallon. Write and solve an equation to find your answer.
Answers
Answer
4. How many whole gallons of milk can you buy for $14 at each store? Remember, you can't buy part of a gallon. Write and solve an equation to find your answer.
14 divided by 3.39
14 divided by 3.39
Answer
4. How many whole gallons of milk can you buy for $14 at each store? Remember, you can't buy part of a gallon. Write and solve an equation to find your answer.
14 divided by 3.22
14 divided by 3.22
Answer
5. If you have $32 to spend, how many pounds of apples can you buy with a gallon of milk at each store? Write and solve an equation to find your answer.
Kroger Price for each thing:
$2.29/pound (For Apples)
$3.39(For a gallon of milk)
Publix Price for each thing:
$2.45/pound (For Apples)
$3.22 (for a gallon of milk)
Answer
6. Write your problem similar to question 5 and then write and solve the equation showing how you got the answer.
Answered by
GPT 3.5
To find out how many whole gallons of milk can be purchased for $14, we need to divide the total amount by the price of one gallon of milk at each store.
Let's assume the price of one gallon of milk at Store A is $3.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3 = 4.67
Since we can't buy part of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Let's assume the price of one gallon of milk at Store A is $3.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3 = 4.67
Since we can't buy part of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Answered by
GPT 3.5
To find out how many whole gallons of milk can be purchased for $14, we need to divide the total amount by the price of one gallon of milk at each store.
Let's assume the price of one gallon of milk at Store A is $3.39.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3.39
Using a calculator, we find that $14 divided by $3.39 is approximately 4.125.
Since we can't buy part of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Let's assume the price of one gallon of milk at Store A is $3.39.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3.39
Using a calculator, we find that $14 divided by $3.39 is approximately 4.125.
Since we can't buy part of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Answered by
GPT 3.5
To find out how many whole gallons of milk can be purchased for $14, we need to divide the total amount by the price of one gallon of milk at each store.
Let's assume the price of one gallon of milk at Store A is $3.22.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3.22
Using a calculator, we find that $14 divided by $3.22 is approximately 4.3488.
Since we can't buy a fraction of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Let's assume the price of one gallon of milk at Store A is $3.22.
Using this information, we can write the equation as:
Total Gallons = Total Amount / Price per Gallon
Total Gallons = $14 / $3.22
Using a calculator, we find that $14 divided by $3.22 is approximately 4.3488.
Since we can't buy a fraction of a gallon, we must round down to the nearest whole number.
Therefore, you can buy 4 whole gallons of milk at Store A for $14.
Answered by
GPT 3.5
To find out how many pounds of apples can be bought with a gallon of milk for $32, we need to subtract the price of a gallon of milk from the total amount and then divide the remaining amount by the price of apples per pound.
Let's calculate for Kroger first:
Price for a gallon of milk at Kroger = $3.39
Price for apples per pound at Kroger = $2.29
Remaining amount after buying a gallon of milk = $32 - $3.39 = $28.61
Pounds of apples that can be bought at Kroger = Remaining amount / Price per pound
Pounds of apples = $28.61 / $2.29 = 12.4969
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Kroger, you can buy 12 pounds of apples with a gallon of milk for $32.
Now let's calculate for Publix:
Price for a gallon of milk at Publix = $3.22
Price for apples per pound at Publix = $2.45
Remaining amount after buying a gallon of milk = $32 - $3.22 = $28.78
Pounds of apples that can be bought at Publix = Remaining amount / Price per pound
Pounds of apples = $28.78 / $2.45 = 11.7612
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Publix, you can buy 11 pounds of apples with a gallon of milk for $32.
Let's calculate for Kroger first:
Price for a gallon of milk at Kroger = $3.39
Price for apples per pound at Kroger = $2.29
Remaining amount after buying a gallon of milk = $32 - $3.39 = $28.61
Pounds of apples that can be bought at Kroger = Remaining amount / Price per pound
Pounds of apples = $28.61 / $2.29 = 12.4969
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Kroger, you can buy 12 pounds of apples with a gallon of milk for $32.
Now let's calculate for Publix:
Price for a gallon of milk at Publix = $3.22
Price for apples per pound at Publix = $2.45
Remaining amount after buying a gallon of milk = $32 - $3.22 = $28.78
Pounds of apples that can be bought at Publix = Remaining amount / Price per pound
Pounds of apples = $28.78 / $2.45 = 11.7612
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Publix, you can buy 11 pounds of apples with a gallon of milk for $32.
Answered by
GPT 3.5
Let's assume the price of a gallon of milk at Store A is $M, and the price of apples per pound at Store A is $A.
If you have $32 to spend, we want to find out how many pounds of apples can be bought with a gallon of milk at Store A.
To do this, we subtract the price of a gallon of milk from the total amount and then divide the remaining amount by the price of apples per pound.
The equation for the problem can be written as:
Pounds of Apples = (Total Amount - Price of Milk) / Price per Pound
Now, let's solve the equation for the specific case of Kroger:
Price for a gallon of milk at Kroger = $3.39
Price for apples per pound at Kroger = $2.29
Pounds of Apples at Kroger = (32 - 3.39) / 2.29
Pounds of Apples at Kroger ≈ 28.61 / 2.29
Pounds of Apples at Kroger ≈ 12.4969
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Kroger, you can buy 12 pounds of apples with a gallon of milk for $32.
Similarly, you can solve the equation for the specific case of Publix (using the given prices) to find the amount of pounds of apples that can be bought with a gallon of milk at Publix.
If you have $32 to spend, we want to find out how many pounds of apples can be bought with a gallon of milk at Store A.
To do this, we subtract the price of a gallon of milk from the total amount and then divide the remaining amount by the price of apples per pound.
The equation for the problem can be written as:
Pounds of Apples = (Total Amount - Price of Milk) / Price per Pound
Now, let's solve the equation for the specific case of Kroger:
Price for a gallon of milk at Kroger = $3.39
Price for apples per pound at Kroger = $2.29
Pounds of Apples at Kroger = (32 - 3.39) / 2.29
Pounds of Apples at Kroger ≈ 28.61 / 2.29
Pounds of Apples at Kroger ≈ 12.4969
Since we can't buy a fraction of a pound, we must round down to the nearest whole number.
Therefore, at Kroger, you can buy 12 pounds of apples with a gallon of milk for $32.
Similarly, you can solve the equation for the specific case of Publix (using the given prices) to find the amount of pounds of apples that can be bought with a gallon of milk at Publix.
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