Using simple calculation I solve the problem .
Write the expression as the sum or difference of two logarithmic functions containing no exponents. log3(**/*+2)...
Write the expression as the sum or difference of two logarithmic functions containing no exponents. log-(x x + 2
The purchasing power P (in dollars) of an annual amount of A dollars after t years of 5% inflation decays according to the following formula.+ P = Ae-0.050 (a) How long will it be before a pension of $70,000 per year has a purchasing power of $30,000? (Round your answer to two decimal places.) t = yr (b) How much pension A would be needed so that the purchasing power P is $50,000 after 11 years? (Round your answer to...
2 1 points My No Rewrite the logarithmic expression as the sum and difference of logarithms. If exponents may be written as the coefficient of a logarithm, write exponents as the coefficient. (2y+ 1)4 Vy2 G(y) In +1 G(y)= In In 2 1 points My No Rewrite the logarithmic expression as the sum and difference of logarithms. If exponents may be written as the coefficient of a logarithm, write exponents as the coefficient. (2y+ 1)4 Vy2 G(y) In +1 G(y)=...
Rewrite the following as an equivalent expression with rational exponents. .yzo (Simplify your answer.) The amount of carbon-14 present in animal bones after t years is given by P(t) =Poe -0.000120071 A bone has lost 32% of its carbon-14. How old is the bone To the nearest year, what is the age of the bone? (Round to the nearest integer as needed.)
One hundred elik, each 1 year old, are introduced into a game preserve. The number MCC) alive after years is predicted to be Mt) = 100(0,83€. Estimate the number alve after 3 years. (Round your answer to the nearest whole number.) The purchasing power P of a fixed income of $30,000 per year (such as a pension) after t years of 6% inflation can be modeled by P = 30,000(1.06) (a) Find the purchasing power after 5 years. (Round your...
Need help on these questions. ANYONE!!! QUICK!! 3. Write as the sum and/or difference of logarithms. Simplity, if possible. » a Vab (ab) 4. Solve the following equations. Round answers to two decimal places. rrr & wr a) log, (x - 3) + log, (3x - 2) = log, 18 b) log(x - 1)-1 = -log(x + 2) Part C- Communication (COMM - 20 marks 1. An investment offers an onetime bonus of 2% of the principal after being invested...
Evaluate log5625 using the following methods. By switching from logarithmic to exponential form By cancelling the base with the log base By using the "change of base" rule Simplify and evaluate each of the following expressions using the laws of logarithms. log62+log618 log4256+log42−log48 log2128−3log24 Solve each of the following equations. logx81=2 log12x=3 log7(2x−5)=3 Task 2: Thinking questions Use systematic trial and error to evaluate log35. A culture of bacteria doubles every three hours. The initial culture contains 500 bacteria. How...
8 pts Question 6 Suppose that you are just about to retire, and you just turned 65. Your personal and family health history is such that you forecast that you will live to age 78. In retirement, you would like to have purchasing power of $60,000 (i.e., real dollars) before taxes. Suppose, for our example, that you anticipate receiving $20,000 in inflation-adjusted Social Security payments each year. Hence, your portfolio will need to provide $40,000 in real dollars each year....
Video Excel Online Structured Activity: Required annuity payments Your father is 50 years old and will retire in 10 years. He expects to live for 25 years after he retires, until he is 85. He wants a fixed retirement income that has the same purchasing power at the time he retires as $40,000 has today. (The real value of his retirement income will decline annually after he retires.) His retirement income will begin the day he retires, 10 years from...
1. (2 marks) If y = 3x and x changes from 1.2 to 2.5: a) What is the average change in y? b) What is the instantaneous rate of change in y when x = 2.0? 2. (2 marks) The value "V" (in dollars) of a new laptop t years after it is purchased is given by the function: V(t) = 899.95e -0.71 a) What is the average rate of change of the value during the first two years? Round...