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# the first positive root of the following function; –( x taken as radian)–f(x) =…

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the first positive root of the following function; –( x taken as radian)–f(x) = sin (x) cos (1 x2 a-) ) – 1Calculate by simple fixed point iteration method ( accept the initial value xo = 1.5 ) b-) Calculate by doing 4 iterations using Newton-Rapson’s method ( accept the initial value xo = 1.5 )
Lee finds a 401K retirement account with a 6% rate of return compounded monthly. After retirement he wants to live
Lee finds a 401K retirement account with a 6% rate of return compounded monthly. After retirement he wants to live off of the interest from the account. Translate the following sentence into mathematics and use the resulting equation to find the balance Lee needs to have in his account.
1. Give the Revenue, Cost and Profit functions for the scenario below, then compute the R,C,P for x = 10
1. Give the Revenue, Cost and Profit functions for the scenario below, then compute the R,C,P for x = 10 and 100, and find the breakeven point:You produce and sell shirts.( Let x = amount of shirts. )Each shirt costs \$10 to produce and sells for \$60.You have a fixed cost of \$1000.2. a) Set this problem up (but do not solve) as a mathematical Linear Program:You produce and sell shirts and pants.( Let x = amount of shirts and y = amount of pants. )Each shirt brings \$10 of profit.Each pants brings \$25 in profit.Each shirt takes 3 hours to make.Each pants takes 4 hours to make.You only have 18 hours total in a full workday.How many shirts and pants do you make to maximize your total profit?
You want to buy tile and carpet for the office. You are given the dimensions of the office floor plan
You want to buy tile and carpet for the office. You are given the dimensions of the office floor plan as shown. Knowing that with installation included, tile runs \$1 per square foot and office carpeting \$5 per square foot, what is the estimated total cost for the floor coverings installed?
Title: Future Value and Present Value of a Simple Annuity Due And Future Value and Present Value of a General
Mathematics Assignment Writing ServiceTitle: Future Value and Present Value of a Simple Annuity Due And Future Value and Present Value of a General Annuity DueQ1. What is the accumulated value of periodic deposits of \$4,000 made into an investment fund at the beginning of every quarter, for 6 years, if the interest rate is 4.50% compounded quarterly?Round to the nearest centQ2. Paige invested \$1,600 at the beginning of every 6 months in an RRSP for 11 years. For the first 6 years it earned interest at a rate of 3.60% compounded semi-annually and for the next 5 years it earned interest at a rate of 6.40% compounded semi-annually.a. Calculate the accumulated value of his investment at the end of the first 6 years.\$48,111.39\$48,703.78\$21,219.60\$21,601.56b. Calculate the accumulated value of her investment at the end of 11 years.\$48,111.39\$48,703.78\$40,706.00\$21,601.56c. Calculate the amount of interest earned from the investment.\$13,503.78\$12,911.39\$10,399.34\$3,104.44Q3. Megan invested \$2,000 at the beginning of every 6 months in an RRSP for 11 years. For the first 6 years it earned interest at a rate of 3.10% compounded semi-annually and for the next 5 years it earned interest at a rate of 5.40% compounded semi-annually.a. Calculate the accumulated value of his investment after the first 6 years.Round to the nearest centb. Calculate the accumulated value of his investment at the end of 11 years.Round to the nearest centc. Calculate the amount of interest earned from the investment.Round to the nearest cent
I need help solving this whole problem: Kenny and Jannah want to purchase a car so that Kenny doesn’t have
I need help solving this whole problem: Kenny and Jannah want to purchase a car so that Kenny doesn’t have to take the bus up their local mountain where Kenny works as a ski shop manager in the winter and a mountain bike shop manager in the summer. Jannah, who drives for Lyft, already owns a 2010 PT Cruiser. Kenny complains that the mildewy bus is cold and gross. For the past six years they have been able to put \$50 each month into a savings account with an APR of 1.2%. a) How much do Kenny and Jannah have saved toward a down payment? Indicate which formula you use and identify all of the relevant variables (A, P, APR, n, Y, and/or PMT).Kenny and Jannah qualify for a 6-year car loan with a 10.1% APR and a 3-year car loan with an 8.5% APR. They found a new 2019 Ford F250 Superduty listed at \$39,900. Their combined monthly income is \$6100 during ski season, but they know that will drop in the summer. They know they shouldn’t pay more than 10% of their income on car payments.b) Assuming Kenny and Jannah make the down payment from part (a) and will make payments for the entire life of the loan, how much will they pay monthly for each loan option? Are either of these options within 10% of their monthly income? Indicate which formula you use and identify all of the relevant variables (A, P, APR, n, Y, and/or PMT).c) Assuming Kenny and Jannah will make payments for the entire life of the loan, how much will they pay in total for the F250 with each loan option?Kenny has been competing in Ski Ballet, and recently won the national championships. Now, he wants to use the prize money (\$5000) to make a larger down payment.d) If Kenny and Jannah decide to put the prize money toward their down payment, how will this affect the amount they would pay each month for each loan option (i.e. how much money would it save them each month for each option)? Indicate which formula you use and identify all of the relevant variables (A, P, APR, n, Y, and/or PMT).Kenny realizes that he totally forgot about a credit card that he made some charges to a few months back. He checks the balance and sees that it has gone all the way up to about \$4000 (charges, interest, late fees). Because of his late payments, the APR on the card is now at 29.98%. Further, the minimum payment on the card is now \$100 every month.e) Considering that the current balance of the card is \$4000 and the APR is 29.98%: i. Calculate the monthly percentage rate and determine how much of the first \$100 minimum payment will go towards interest and how much will go towards reducing the balance on the card. ii. Based on your answer to part (i), is it a good idea to only make the required monthly payments on this card or should Kenny pay the card off more quickly? Justify your response using quantities and in complete sentences.
You just won a vacation on a radio contest. A weather website says that the temperature is expected to range
You just won a vacation on a radio contest. A weather website says that the temperature is expected to range from 25° to 36° C while you are there. How should you pack? How do you know? round to one decimal place. Please explain in detail how you arrived with your answer.
1 a)Find the center and radius of the graph of the circle. The equation of the circle is written in
1 a)Find the center and radius of the graph of the circle. The equation of the circle is written in general form.xy 2 2 − 10x 10y 23 = 0center (x, y)= radiusb)Find the center and radius of the graph of the circle. The equation of the circle is written in general form.x2 y2 − 3x − y − 4 = 0center (x, y)= radius