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
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.
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
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.
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
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.
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)
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.
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
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.