a baker is calculating the charge for two types of cookies. what formula tells the cost, in dollars, if chocolate chip cookies are $2.00/dozen and lemon frosteds are $1.50/dozen? let c=number of dozens of chocolate chip cookies; l=number of dozens of lemon frosteds; t =total charge. A. T=3.50(L+c) B. T=200c+150L C. T=2.00c+1.50L D. T=1.50c+2.00L
If you would like to find the formula that tells the cost in dollars, you can calculate this using the following steps:
c ... number of dozens of chocolate chip cookies
l ... number of dozens of lemon frosteds
t ... total charge
t = c $2.00 + l * $1.50
t = 2.00 c + 1.50 * l
The correct result would be C. T=2.00c+1.50L.
Answer:
Option C is correct
\(T= 2.00c+1.50l\)
Step-by-step explanation:
Given the statement:
A baker is calculating the charge for two types of cookies.
Here,
c =the number of dozens of chocolate chip cookies,
l=number of dozens of lemon frosteds and
T =total charge in dollars.
If chocolate chip cookies are $2.00/dozen
then;
Cost of chocolate chip cookies in c dozen = $ 2c
It is also given that:
lemon frosted are $1.50/dozen
then;
Cost of lemon frosted in l dozen = $ 1.50 l
Then total charge(T) in dollars for this problem is given by:
\(T= 2.00c+1.50l\)
Therefore, the formula tells the cost, in dollars is,
\(T= 2.00c+1.50l\)