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Am going to order groceries for making pumpkin pies. It costs $1.05 per pumpkin plus $7.34 for the delivery fee regardless of how many pumpkins purchase. Let C(p) b...

Question

Am going to order groceries for making pumpkin pies. It costs $1.05 per pumpkin plus $7.34 for the delivery fee regardless of how many pumpkins purchase. Let C(p) be the cost of groceries where p is the number of pumpkins am buying: An appropriate model is:C(p)-1.05p c(p)=7.34p+1.05 C(p)=(1.05+7.34)p d. C(p)=1.05p+7.34

am going to order groceries for making pumpkin pies. It costs $1.05 per pumpkin plus $7.34 for the delivery fee regardless of how many pumpkins purchase. Let C(p) be the cost of groceries where p is the number of pumpkins am buying: An appropriate model is: C(p)-1.05p c(p)=7.34p+1.05 C(p)=(1.05+7.34)p d. C(p)=1.05p+7.34



Answers

You have $\$ 18.50$ to spend on pizza. A cheese pizza costs $\$ 14 .$ Each extra topping costs $\$ .75 .$ How many extra toppings can you buy? Assign labels to your model and write the algebraic model.

We're told that $3.89 or 87 cents get to three boxes. Max of Mac and cheese. So defined the price of one box. You divide the numerator and denominator by three. So you got 1.29 too, about about one box. So this means that it costs $101 and 29 cents per box. Love Mac and cheese.

All right. So for this problem, we have an equation. Um, and then we are told what C stands for. We're told that it's 55 that we need to figure out the weight of an object in pounds. So that's what that P stands for. So I am going to rewrite this equation. Um, except now, instead of writing, See, I'm going to replace that with the number 55 because we were told that is the cost. So now we can use in verse operations in order to isolate for P. So I'm going to start out by getting rid of my 25 here on the left by subtracting and I'm left with 0.25 times p equals 30 all right. And my next step then would be to divide by that 0.25. And whatever I do to one side, I have to do to the other. So finally I found that P is equal to 120 and our label would be pounds

So in 46 here, we're gonna write a verbal model that represent the situation. You have 18 50 to spend on pizza. The cheese pizza costs $14 each. Extra topping cost 75 cents. How many extra toppings can we buy? So here's what we got. We've got, um, about do it like this price, her topping to that. We're going thio, multiply the number of toppings and then, after we get the total cost of all the toppings will add the cost of the pizza. I guess we probably should have started there, But so cost of where is it? A large pizza. His pizza cost off plain pizza or cheese pizza and that all needs to be less than are equal to the amount of money we have. You have? How about make this about you? I'm not buying pizza. You're the one who wants pizza area, so that's a verbal model. So the cost of a cheese pizza, plus the price for tapping times the number of toppings, is getting less than or equal to the amount of money you have

Teoh convert £5.3 of apples into, uh, uh, dollar balance. We used the conversion back to her, uh, 79 cents a house in £1. Here's our conversion factor that will need t convert pounds.


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