Maria invests RSO 000 in an investment accourt where she eams 5% interest per annum. How much money she make per year?
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A: NOTE: Refresh your page if you can't see any equations. . here we have A=33292 P=28700 t=2 years
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Q: the
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A: Given Sherry has a goal of retiring with $434,598 by making weekly deposits into an investment…
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A: We will find the solution in the following step.
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Q: In five years Gloria's bank account earned 2400 interest at 5% simple interest . How much had she…
A: Given that In five years Gloria's bank account earned 2400 interest at 5% simple interest To find…
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A: As per our guidelines, we are supposed to solve only first question. Kindly repost other question as…
Q: and 6 months,
A: Introduction: Simple interest could be a fast and straightforward technique of calculative interest…
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A: Present value = future value/(1+r/m)^(m*n) Given Future value =$30000 r=10% n=5 years m=12
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A: In question, we need to find Todd's amount in partnership.
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A: Given: Mathalino deposits 18000 pesos into an account earning 3% interest per annually. To Find:…
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A: Given: Donna borrowed $10,500 at a simple interest rate of 4% for 3 years to buy her new car. How…
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A: The objective is to find monthly payment and interest over the life of loan.
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A: Depreciation amount is equal to 15% of 25000.
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A: In 25 years A bond with a 4.75 annual interest rate earned 2375 as interest. what was the principal…
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A: From the given information, we have to find the cost of the watch.
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A: Since you have asked multiple questions in a single request, we would be answering only the first…
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A: Given, You inherited $5000 with the stipulation that for the first year the money had to be invested…
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Q: You inherited $5000 with the stipulation that for the first year the money had to be invested in two…
A: Let the amount invested in 9% fund be x. As, the amount is %5000. Therefore, the amount invested in…
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A: Monthly earnings = $8000 Monthly expenses = $7000 ∴ Monthly savings = $8000 - $7000 = $1000
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A: Given, Jose's car depreciates at a rate of 12% per year. He brought his car three years ago for…
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A: Given: P=$1200 I=$96 t=2years r=?
Q: Sally took a loan of 18000 Rial from S.R Finance to purchase a TV set. If the company charges Simple…
A: Principal = 18000 Rial R= 0.08 p.a for first two years R= 0.1 p.a for next three years.
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- 29 A. Between these times, about 2,000 more megawatts of eletricity are used every hour. B. Between these times, about 500 fewer megawatts of electricity are used every hour. C. Between these times, about 500 or more megawatts of electricity are used every hour D. Between these times, about 2,00 fewer megawatts of electricity are used every hour.A farmer would like to evaluate Miracle Grow when used on his potted daisy plants. He sets up 20 plants in a room all facing the same window, obtaining the same amount of sunlight, and waters them identically each day. For a month, he monitors how much each plant grows. Then, he adds Miracle Grow to every pot and monitors how much each plant grows during a month with Miracle Grow. At the end of two months, he discovers that 14 plants grew more with Miracle Grow. Test the hypothesis that Miracle Grow increases plant growth (using an alpha level of .01). a) Is this a one-tailed or two-tailed test? ( b) State the null hypothesis. c) State the alternative hypothesis. d) Find the critical value(s). e) Calculate the obtained statistic. f) Calculate the P-Value (significance) of the obtained statistic). g) Make a decision. h) What does your decision mean?ball is thrown from an initial hei llowing. h=2+25t-5t^(2)
- Q5. Suppose that the four inspectors at a film factory are supposed to stamp the expiration date on each package of film at the end of the assembly line. John, who stamps 20% of the packages, fails to stamp the expiration date once in every 200 packages; Tom, who stamps 60% of the packages, fails to stamp the expiration date once in every 100 packages; Jeff, who stamps 15% of the packages, fails to stamp the expiration date once in every 90 packages; and Pat, who stamps 5% of the packages, fails to stamp the expiration date once in every 200 packages. If a customer complains that her package of film does not show the expiration date, what is the probability that it was inspected by John?A consumer is given the chance to buy a baseball card for $1, but hedeclines the trade. If the consumer is now given the baseball card, willhe be willing to sell it for $1? Standard consumer theory suggests yes, butbehavioral economists have found that “ownership” tends to increase thevalue of goods to consumers. That is, the consumer may hold out for someamount more than $1 (for example, $1.20) when selling the card, eventhough he was willing to pay only some amount less than $1 (for example,$0.88) when buying it. Behavioral economists call this phenomenon the“endowment effect.” John List investigated the endowment effect in a randomized experiment involving sports memorabilia traders at a sports-card show. Traders were randomly given one of two sports collectibles, say good A or good B, that had approximately equal market value.1 Those receiving good A were then given the option of trading good A for good B with the experimenter; those receiving good B were given the option of…470 9 Consider the following two factor APT model: E(R) = To + T1 + T2*B2 which of the following statements regarding the above model is correct? T1 is: a. is the expected return on the asset with zero systematic risk b. is the expected return on asset 1 c. is the pricing relationship between the risk premium and the aasset d. is the risk premium e. is the factor loading
- Suppose a company charges a premium of $150 per year for an insurance policy for storm damage to roofs. Actuarial studies show that in case of a storm, the insurance company will pay out an average of $8000 for damage to a composition shingle roof and an average of $12,000 for damage to a shake roof. They also determine that out of every 10,000 policies, there are 7 claims per year made on composition shingle roofs and 11 claims per year made on shake roofs. What is the company’s expected value (i.e., expected profit) per year of a storm insurance policy? What annual profit can the company expect if it issues 1000 such policies? Determine the probability of a composition shingle roof claim out of 10,000 = ______ Determine the probability of a shake roof claim out of 10,000 = ______ How many claims are made out of 10,000? = _______ What is the probability of no claims out of 10,000? = _______ How much does each shingle roof claim cost the company, don’t forget each person pays $150…1s thls ab50Iut3Iy or c0ndltl0naIIy c0nv3rg3nt? PI3as3 sh0w step by step. Thls ls a c0mblnatl0n 0f aIt3rnatlng and p s3rl3s.Consider two brine tanks connected as shown in the figure. Pure water flows into the top of tank 1 at a rate of 5 L/min. The brine solution is pumped from tank 1 into tank 2 at a rate of 15 L/min, and from tank 2 into tank 1 at a rate of 10 L/min. A brine solution flows out the bottom of tank 2 at a rate of 5 L/min. Suppose there are 80 Lof brine in tank 1 and 180 L of brine in tank 2. Let x be the amount of salt, in kilograms, in tank 1 after t minutes, and y the amount of salt, in kilograms, in tank 2 after t minutes. Assume that each tank is mixed perfectly. If x(0)=5 kg and y(0)=4 kg, how much is salt in each tank after t minutes? As t→∞, how much salt is in tank 1? How much salt is in tank 2?
- Consider two brine tanks connected as shown in the figure. Pure water flows into the top of tank 1 at a rate of 5 L/min. The brine solution is pumped from tank 1 into tank 2 at a rate of 15 L/min, and from tank 2 into tank 1 at a rate of 10 L/min. A brine solution flows out the bottom of tank 2 at a rate of 5 L/min. Suppose there are 80 Lof brine in tank 1 and 180 L of brine in tank 2. Let x be the amount of salt, in kilograms, in tank 1 after t minutes, and y the amount of salt, in kilograms, in tank 2 after t minutes. Assume that each tank is mixed perfectly. What would a system of first order of differential equations look like for this situation?Figures obtained from a city's police department seem to indicate that of all motor vehicles reported as stolen, 63% were stolen by professionals (P), whereas 37% were stolen by amateurs (primarily for joy rides) (A). Of the vehicles presumed stolen by professionals, 25% were recovered within 48 hours (R<48), 23% were recovered after 48 hours (R>48), and 52% were never recovered (N). Of the vehicles presumed stolen by amateurs, 33% were recovered within 48 hours, 63% were recovered after 48 hours, and 4% were never recovered. (b) What is the probability that a vehicle stolen by a professional in this city will be recovered within 48 hours?(c) What is the probability that a vehicle stolen in this city will never be recovered? (Round your answer to four decimal places.)A laundry detergent company wants to determine if a new formula of detergent, A, cleans better than the original formula, B. Researchers randomly assign 500 pieces of similarly soiled clothes to the two detergents, putting 250 pieces in each group. After washing the clothes, independent reviewers determine the cleanliness of the clothes on a scale of 1–10, with 10 being the cleanest. The researchers calculate the proportion of clothes in each group that receive a rating of 7 or higher. For detergent A, 228 pieces of clothing received a 7 or higher. For detergent B, 210 pieces of clothing received a rating of 7 or higher. Assuming the conditions for inference are met, what is the 90% confidence interval for the difference in proportions of clothes that receive a rating of 7 or higher for the two detergents?