SergeMan1000 From: US Posts: 4 Votes: 12 |
The projected number of Americans age 65 or older for the years1995 through 2030 can be modeled by N(x), millionpeople, where x is the number of years after 2000. N(x) =0.03x2 +0.315x + 34.23 (a) What is the projected number of Americans 65 years of age andolder in the years 1995, 2027, and 2030? (Giveyour answers correct to 3 decimal places.) million senior citizens (1995) million senior citizens (2027) million senior citizens (2030) (b) What is the rate of change of the projected number in1998, and in 2027? (Give your answers correct to 3 decimalplaces.) million senior citizens per year(1998) million senior citizens per year(2027) Part b is apparently wrong. i justplugged in -2 and 27 into the derivative. How do I find thecorrect answer? |

Anonymous From: - Posts: - Votes: - |
I'm thinking that you didn't calculate the derivativecorrectly. N'(x) = 0.06x + 0.315 Therefore, N'(-2) = -0.0885 million citizens per year(use -0.089),and N'(27) = 1.6515 million citizens per year (use 1.652). Again, these are RATES OF CHANGE of the functionN(x). As desired... Mike |

Anonymous From: - Posts: - Votes: - |
Take the derivative N'(x)= 0.06x + 0.315 i think the base is 1995 not 2000 so 1998 is 3 years from 1995so try x=3 N'(3)= .495 million increase in 1998 2027-1995= 32 N'(32)= 2.235 million increase in2027 try these to see if they work |

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