1. **Maria has recently purchased a newmake-up subscription service and needs to budget this cost intoher monthly expenses. Maria knows that she is charged $3 per item she chooses to purchase from thesite but realizes that for 5 items she was charged $25. Maria knows that there is a base fee she pays inorder to hold the subscription but is unsure of how much that is.Write an equation in point slope form that could model the cost of the subscription.a.b. Rewrite the equation in slope intercept form.C. What is the monthly cost of the subscription service?

1. **Maria has recently purchased a newmake-up subscription service and needs to budget this cost into her monthly expenses. Maria knows that she is charged $3 per item she chooses to purchase from the site but realizes that for 5 items she was charged $25. Maria knows that there a base fee she pays in order to hold the subscription but is unsure of how much that is. a. Write an equation in point slope form that could model the cost of the subscription. b. Rewrite the equation in slope intercept form. C. What is the monthly cost of the subscription service?

1. **Maria has recently purchased a newmake-up subscription service and needs to budget this cost into her monthly expenses. Maria knows that she is charged $3 per item she chooses to purchase from the site but realizes that for 5 items she was charged $25. Maria knows that there a base fee she pays in order to hold the subscription but is unsure of how much that is. a. Write an equation in point slope form that could model the cost of the subscription. b. Rewrite the equation in slope intercept form. C. What is the monthly cost of the subscription service?

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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10.
2. **Carolina is mowing lawns for a summer job in order to save for a new bike. Carolina charges both a service fee and an hourly rate for her lawn mowing service. Her total fee for a 4-hour job, for instance, is $32 and her fee for a 7 hour job is $50. a. Write an equation in point slope form that could model the relationship between the cost of Carolina's fee y, given the number of hours she works x. b. Write an equation in slope intercept form that could model this relationship. C. Carolina believes that the domain of hours she works could be described by whole numbers, do you agree or disagree?
Please help with whatever possible
Please show all steps for a, b, c and d, with steps on how to do it on excel
For an Uber driver (taxi driver) the following linear equation describes the relationship between the number of miles driven x, and the total cost y (in dollars).y = 1.99x + 2.75According to this equation,a. What is the cost of driving around town for 25 miles? b. If the total cost was $80.36, then how many miles did a passenger travel?
The apartment you want to rent is a one bedroom, one bath that has an $800 nonrefundable deposit and rent is $1,400 each month. ANSWER THE FOLLOWING 1. Write a linear equation to determine how much your monthly payment would be for living in an apartment. 2. Determine the total amount you will pay for 1 year.
I am saving money in a cookie jar. The amount of money M, in dollars, in the jar after w weeks is given by M=11.00w+33.00. In your response answer the following: identify the slope and then explain in practical terms what it means.
A house cost $200,000. Five years later, that same house sold for $250,000. If there was linear growth, the slope of this line would (numerically) be 10,000. Explain what this means. Which of these shows the equation of this line. Use y for the value of the house and x for the number of years. y = -10,000x + 200,000 y = 250,000x - 10,000 y = 10,000x + 200,000 O y = 200,000x - 10,000 y = 200,000x + 10,000 O y = 250,000x + 10,000 y = 10,000x + 250,000 O y = -10,000x + 250,000
9. Emi is a college student who has saved up some money and plans to go traveling until her money runs out.The equation D = −450t + 5400 represents the number of dollars, D, Emi has remaining after travelingfor t weeks. Answer the following questions. Be specific in your answers and include units ($, weeks, etc)in your explanations. a. How much money does Emi still have remaining 3 weeks into her trip? b. What is the slope of the line? Write a sentence explaining the meaning of the slope for Emi’s trip. c. What is the D-intercept? Write a sentence explaining the meaning of the D-intercept for Emi’s trip. d. What is the t-intercept? Write a sentence explaining the meaning of the t-intercept for Emi’s trip.
At Hanna's hair salon, a full-time starting stylist gets paid a base amount of pay per week, then $10 per haircut. Vanessa recently started working at the salon. In the first week, Vanessa saw 16 clients and took home $635 (not including any tips). Vanessa wants to represent pay by writing a linear equation and is deciding between writing it in slope-intercept form or using the point-slope formula. a) If Vanessa just wants to use the equation to most efficiently figure out how many clients will need to see to make a $1,000 in a week, which one should choose? Explain. b) If Vanessa wants to use the equation to understand how payment works, which one should choose? Explain.
Suppose that an electricity bill functions similarly to the summer rates in M.2 but we don’t know the amounts charged per kWh and the monthly fee. Nate’s bill for 1209 kWh in June was $125.67, and it was $138.92 in July for 1584 kWh. Determine the slope in this situation, including units. Write a linear equation for the bill. Clearly define your variables. What was the amount charged in cents per kWh? (Round to the thousandths of a penny.)