SOLUTION: I would like help with the following problem....
Between 1980 and 1990 the population of Columbus grew 12%.
a) Fill in the blank.. If the 1980 population was P, then the 1990 pop
Algebra.Com
Question 69347: I would like help with the following problem....
Between 1980 and 1990 the population of Columbus grew 12%.
a) Fill in the blank.. If the 1980 population was P, then the 1990 population was _______ my answer is P+(P*.12)
b) The 1990 Population was 632910. Write an equation and find the 1980 population
______________________________ P=______________
my equation P=632910-(P*.12) but now I'm lost
Answer by jim_thompson5910(35256) (Show Source): You can put this solution on YOUR website!
You have the first problem down. If you know the population in 1990, in both algebraic and numerical form, then you could find the population in 1980. The population in 1990 equals (according to part a) P+(P*.12) then we can find P (the population in 1980.
Population in 1990: add P and .12P
Divide both sides by 1.12
Note: the decimal part is a result of division and not actual result (cant have a fifth of a person), so you might want to round.
By the way you have the right idea for part b, you just subtracted .12P instead of adding it. Adding it to P allows you to isolate P.
RELATED QUESTIONS
I would like help with the following problem....
Between 1980 and 1990 the population of (answered by stanbon)
Please help me solve this word problem: A town census shows population of 2400 in 1980... (answered by stanbon)
PLEASE HELP ME !
According the United nations population statistics , the world... (answered by Theo)
I would like to know the following word problem,
The population ofToronto in 1980 was... (answered by Boreal)
How to I calculate the data?
Plotting Points, Interpreting Data
The South Carolina... (answered by stanbon)
The popluation of Oregon grew from 2.8 million in 1980 to 3.42 million in 1990. Write a... (answered by stanbon)
I have no idea how to solve this?
The population of a small town is given by the... (answered by Fombitz)
Problem: In triangle ABC, . . . bla-bla-bla . . .
Read the problem and the suggested... (answered by ikleyn)
Hi I'm having some trouble finishing this problem, can you help me? thanks
Between... (answered by checkley71)