Question

kevin has a biscuit reciple that includes flour and buttermilk. he makes a batch of biscuits using 4 cups of flour and 3 cups of buttermilk.

how much flour and buttermilk did kevin use?

Answer 1

what is the ratio?

Answer 2

last spring, kai planted a total of 9 green peppers and tomatoes in the community garden. he planted 2 times as many green peppers as tomatoes.

how many tomatoes did kai plant?

Answer 3

last spring, kai planted a total of 9 green peppers and tomatoes in the community garden. he planted 2 times as many green peppers as tomatoes.
how many green peppers did kai plant?

Answer 4

kamilah planted a total of 16 radishes and carrots in the community garden. she planted 3 times as many radishes as carrots.

how many carrots and radishes did kamilah plant?

Answer 5

miguel picked a total of 25 tomatoes and cucumbers in the community garden. he picked 4 times as many tomatoes as cucumbers.
how many tomatoes and cucumbers did miguel pick?

Answer 6

Kevin used 4 cups of flour and 3 cups of buttermilk.

Answer 7

The ratio of flour to buttermilk in Kevin's biscuit recipe is 4:3.

Answer 8

Let's first denote the number of tomatoes as T and the number of green peppers as P.

From the given information, we know that P = 2T, and the total number of plants is 9, so we have the equation:
P + T = 9

Substitute P = 2T into the second equation:
2T + T = 9
3T = 9
T = 3

Therefore, Kai planted 3 tomatoes.

Answer 9

As we found in the previous question, Kai planted 3 tomatoes (T = 3).

Given that Kai planted 2 times as many green peppers as tomatoes, we can substitute T = 3 into the equation P = 2T:

P = 2(3)
P = 6

Kai planted 6 green peppers.

Answer 10

Let's denote the number of radishes as R and the number of carrots as C.

From the given information, we know that R = 3C, and the total number of plants is 16, so we have the equation:
R + C = 16

Substitute R = 3C into the first equation:
3C + C = 16
4C = 16
C = 4

Now we can find the number of radishes planted by substituting C = 4 back into R = 3C:
R = 3(4) = 12

Therefore, Kamilah planted 4 carrots and 12 radishes.

Answer 11

Let's denote the number of tomatoes as T and the number of cucumbers as C.

From the given information, we know that T = 4C, and the total number of fruits picked is 25, so we have the equation:
T + C = 25

Substitute T = 4C into the first equation:
4C + C = 25
5C = 25
C = 5

Now, we can find the number of tomatoes picked by substituting C = 5 back into T = 4C:
T = 4(5) = 20

Therefore, Miguel picked 20 tomatoes and 5 cucumbers.