A polling firm determines that the percent of likely voters who support a certain mayoral candidate can be represented by a function P(t) where t is measured in weeks since the candidate entered the race. Interpret the given equations, including units. (a) P(8)=38 (b) P'(8)=6 (a) Choose the correct answer below. ○ A. The percentage of likely voters to support the candidate 8 weeks after entering the race is 38%. ○ B. The percentage of likely voters to support the candidate 38 days after entering the race is 8%. ○ C. The percentage of likely voters to not support the candidate 38 days after entering the race is 8%. ○ D. The percentage of likely voters to not support the candidate 8 weeks after entering the race is 38%.

The final question in the example is  If the percentage of 16- to 19-year-olds not in school and not graduates reaches 22.5% in a similar city, what is the predicted rate of violent crimes per 1000 residents? (Round your answer to two decimal places.)  violent crimes per 1000 residents

A function is given. f(x) = 5 - 3x; x= 3, x = 3 + h (a) Determine the net change between the given values of the variable. (b) Determine the average rate of change between the given values of the variable.

A 55-year-old man deposits $50,000 to fund an annuity with an insurance company. The money will be invested at 8% per year, compounded semiannually. He is to draw semiannual payments until he reaches age 65. What is the amount of each payment?

the rule of the function   y=1600 (½ )^x   it gets half of the remaining samples every month. What type of function is this one??

5. Someone invests $3080 in an account at 6.3% interest compounded annually. Let f(t) be the value (in dollars) of the account at t years after she invested the $3080. a) Find the equation of f. b) What will the account's value be after 12 years? (Round to the nearest cent.)

Medical studies of obesity use the Body Mass Index (BMI), which is defined by w BMI = where w is weight in kilograms and h is height in meters.

The heat index (HI) is an estimate of the temperature felt by the human body based on the actual measured air temperature T (in °F) and relative humidity h,. It is given by HI = - 42.379 + 2.049015237 + 10.14333127h, – 0.22475541Th, – (6.83783 × 10-³)T² - (5.481717 x 10-3)h,² + (1.22874 × 10-³)7°h, + (8.5282 - 10-4)Th,² - (1.99 x 10-")T®h,?. a. If the air temperature in your area is 107°F with a relative humidity of 8%, how hot does your body feel? b. If the air temperature and relative humidity is known to be increasing at a rate of 2°F per sec and 1% per sec, resp., how fast is the heat index changing at the moment when the air temperature in your area is 107°F with a relative humidity of 8%?

Help!!

Write an absolute value function f(t) to describe an individual variance from normal body temperature where t is the individual current temperature