Ayouth group is holding a bake sale to raise $200 for a field trip. the group has 240 cookies and 20 pies to sell. enter an equation that shows the price (c) in dollars per cookie and the price (p) in dollars per pie that the youth group needs to charge in order to raise $200.

240c+20P=200you will also sell them for a $1.30 each

Part A: 170 = 60x + 50Part B: 210 = 75x + 35 - 10xPart C: they differ in that the second equation has two terms with the variable x, while the first equation has only one term with the variable. Then, in part B, to solve the equation, you will need to combine like terms.

Explanation:

Part A:

The income made by Maci, $170, equals the charge per appointments mulitplied by the number of appointments plus the amount earned in tips, $50.

Since the number of points is unknown it can be represented by a variable. Using x as the variable:

170 = 60x + 50

That equation represents the income of Maci.

Part B:

The profit equals the income less the amount she had to pay for the rental of the truck.

Again, the income made equals the charge per appointments mulitplied by the number of appointments plus the amount earned in tips. Now, you have to subtract the rental fee, which is also dependent of the number of appointments. Using x for the number of appointmens:

The equation is:

210 = 75x + 35 - 10x

Part C:

The equation of Part A has only one term with the variable (60x), while the equation of Part B has two terms with the variable (75x and -10x).

Thus, to solve the equation of Part B you will need to combine the like terms 75x and -10x by substracting the coefficents: 75x - 10x = 65x