A baker needs 4 cups of flour per batch of bread. Write an equation using two variables to show the relationship between the number of cups of flour, f, and the total amount of batches of bread he bakes, t.(1 point)
t=4f
s=3g
t=8h; $48
d=35t; 210 miles
c=1.5b; $37.50
Read CAREFULLY
I got a hundred. And hopefully you do too! (This is for connexus)
@6th grade math is annoying. TYSM
@ 6th Grade Math Is Annoying. Is correct! I got 100% on my quick check because of them, thank you! :D
@6th grade math is annoying THXXXX- and it rlly is lol-
there is no c=something something idkkkk
Not being rude @6th grad math is annoying," but you misspelled some of the answers wrong, but luckily i can still understand it. Tysm anyways tho!
To write an equation that represents the relationship between the number of cups of flour (f) and the total amount of batches of bread (t), we need to consider that the baker needs 4 cups of flour per batch of bread.
Let's break down the problem:
The number of cups of flour required for each batch of bread is constant, which means it does not change and can be represented as a coefficient.
The total amount of batches of bread the baker bakes can vary, so we can represent it as the variable t.
Now, let's put this information into an equation:
Total amount of flour = Cups of flour per batch × Total amount of batches of bread
Mathematically, this can be written as:
f = 4t
In this equation, f represents the number of cups of flour, t represents the total amount of batches of bread the baker bakes, and 4 is the coefficient that represents the number of cups of flour per batch of bread.
So, the equation that shows the relationship between the number of cups of flour, f, and the total amount of batches of bread, t, is f = 4t.