The local fire station is holding a pancake breakfast. They need 14 quarts and 2 cups of buttermilk to make the pancakes. The buttermilk at the store is sold in 1 pint containers. How many pints of buttermilk do they need to purchase?

Answers

Answer 1
Answer: Why do they need so much pancakes?
Answer 2
Answer:

Final answer:

To make the pancakes for the fire station's breakfast, they need to purchase 29 pints of buttermilk.

Explanation:

To calculate the number of pints of buttermilk the fire station needs to purchase, we need to convert the given amount of buttermilk into pints. There are 2 cups in a pint, so we can convert the 14 quarts and 2 cups into pints.

There are 4 cups in a quart, so 14 quarts is equal to 14 * 4 = 56 cups. Adding the 2 cups, we have a total of 56 + 2 = 58 cups.

Since there are 2 cups in a pint, we divide the total number of cups by 2 to get the number of pints needed. Therefore, 58 cups is equal to 58 / 2 = 29 pints of buttermilk.

Learn more about converting units of measurement here:

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Need help with this.

Answers

You have x^2 - 16 = 1 + 2x + x^2 ;
-17 = 2x ;
x = - 17 / 2 = - 8.5 ;

\sqrt{ ( - 8.5)^(2) - 16 } = 1 + ( - 8.5 ) ;
2.12 = -7.5 False !
There is no solution !




38 is what percent of 40

Answers

Hi there! ;) The answer you are looking for is 95%. To get the answer, this is what I did: 38 divided by 40 and you get 0.95 or 95% (Because they are the same value.)

Hope it helped!:D I hope this made sense to you.

What is 3/7 reduce to its lowest term

Answers

3/7 Is already in the simplest term because there is no common factor between 3 and 7 unless it's a decimal, but we don't use decimals in fractions. So 3/7 simplified is just 3/7!
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Why when I sum the angles I don't get 180

Answers

You don't have all the numbers, you don't know what X equals, you need to know what X equals in order to complete the equation
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Solve for x algebraically: 7-3(4x-8)<6x+12-9x

Answers

7-3(4x-8)<6x+12-9x
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x>19/9

Answer: x>19/9          or          (19/9 , +∞)

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Answers

The total base premium of Barry is 450$, as Barry bought 100$, 300$, 50$ liability. summing all the liabilities you get 450$, even though Barry paid 500$ comprehensively deductible for the coverage, what he bought is only 450$ as a total.

Answer:

His total base premium would be 928

Other answer is incorrect.