() Which of the following statements correctly descibes the vertical intercept i
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() Which of the following statements correctly descibes the vertical intercept in Figure 12 17) (a) The vertical intercept is the monthly payment b) The vertical intercept is the original loan amount. cs The vertical intercept is the number of months it takes to pay off the loan. (d There is no vertical intercept. Insurance companies often try to calculate average life expectancy for men and women and for people across all ethnicties. Use the researcher's model equation below to caloulate the approximate life expectancy of a white female born in 1985 The equation: 1-0.25t57 2 - life at (8 ) expectancy st birth, t - the year of the woman's birth messured in years after 190 (a) 57 vears (b) 61 years (c) 69 ycars (d] 78 ycars (e) 81 years (9) Which of the increasing x by 40%? following is the coerect mathematical translation of "what is the resut of (o) x-0.4 (b)0(c)x+0() Q.4r (ex + 0.4 (10) OneFit, a new fitness center, has 100 members when it opened and grows by 20 members per month. What is the best equation to describe the number of members OneFt has after a grven number of months. Let M represent number of members and m represenst number of months since the gym opened. (a) M-20m-100 0b} M = 100(20)" ?M-20(100" Idi M·20m + 100 A company manufactures tables. The cost for the company to make T tabias is given by 40 T+ $1.200. The company eams revenue for seling T tables given by R $3,000.Use the two models to find the break-even point, the number of tables thet must be sold in order to break even. (Recall: Cost- Revenuel (a) 35 tables (b) 45 tables (c) 40 tables (d) 39 tables (e) 20 tables Sp2017 a Community College. MAT041 Quantitative LiteracyExplanation / Answer
7) Here is no figure 1.
8) Given equation : L = 0.25t + 57
Here, option B is the correct answer.
9) The result of increasing x by 40% is x+0.4x
10) The required equation is : M = 100+20m
11) By condition C = R
i.e., 40*T + 1200 = 3000
i.e., 40*T = 3000 - 1200
i.e., 40*T = 1800
i.e., T = 1800/40
i.e., T = 45
Therefore, 45 tables must be sold in order to break even.
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