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In 1992, the life expectancy of males in a certain country was 69.8 years. In 1999, it was 72.6 years. Let E represent life exp...Asked by Jessie
in 1991 the life expectancy of males in certain county was 68.6 years in 1996 it was 70.9 years let t represent the life expectancy in year t and let t represent the number of years since 1991
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Answered by
bobpursley
I know that model
life expectance= slope*time + constant is the math model here.
first thing, slope:
slope= changelifeexpatance/changetime
= (70.9-68.6)/(1996-1991)=2.3/5
life expectance= 2.3/5 * year + constant
now to find the constant:
life expectancey= 2.3/5 *t + constant where t= (year-1991)
70.9=2.3/5* 5 + constant
solving for constant,
70.9=2.3 + constant
constant= 70.9-2.3=68.6
amazing, so now you have
lifeexpectancey=2.3/5 * t+68.6 where t is the years since 1991
life expectance= slope*time + constant is the math model here.
first thing, slope:
slope= changelifeexpatance/changetime
= (70.9-68.6)/(1996-1991)=2.3/5
life expectance= 2.3/5 * year + constant
now to find the constant:
life expectancey= 2.3/5 *t + constant where t= (year-1991)
70.9=2.3/5* 5 + constant
solving for constant,
70.9=2.3 + constant
constant= 70.9-2.3=68.6
amazing, so now you have
lifeexpectancey=2.3/5 * t+68.6 where t is the years since 1991
Answered by
Jessie
thank u
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