Therefore, the quadratic funtion is: f(x)=0.004x²+0.06x+77.6 x=year of the beginning of the interval - 1980
The life expectancy for females born between 1995 and 2000 is when x=1995-1980=15 Therefore: f(15)=0.004(15)²+0.06(15)+77.6 f(15)=0.004(225)+0.06(15)+77.6 f(15)=79.4
The life expectancy for females born between 2000 and 2005 is when: x=2000-1980=20 therefore: f(20)=0.004(20)²+0.06(20)+77.6 f(20)=1.6+1.2+77.6 f(20)=80.4
Answer: The funtion is: f(x)=0.004x²+0.06x+77.6 x=year of the beginning of the interval - 1980
The life expectancy for females born between 1995 and 2000 is 79.4 years. The life expectancy for females born between 2000 and 2005 is 80.4 years.
<span>Solutions </span> To solve this problem we have to use the quadratic function. An <span>equation where the highest exponent is (usually "x") is a square (2).</span>