SOLUTION: WORD PROBLEM (AGE PROBLEM)
1. Six years ago Jun was 4 times as old as Joan.In four years, he would be twice as old as Joan. How old are they now?
2. At present, Pedro's age i
Algebra.Com
Question 348574: WORD PROBLEM (AGE PROBLEM)
1. Six years ago Jun was 4 times as old as Joan.In four years, he would be twice as old as Joan. How old are they now?
2. At present, Pedro's age is 25percent of his father's age.Twenty years from now Pedro's age would be 50percent of his fathers age. How old are they?
pls help me to solve this problem.. thank you
Answer by mananth(16946) (Show Source): You can put this solution on YOUR website!
6 years ago
joan x
jun 4x
..
after 4 years
joan x+10
Jun 4x+10
4x+10=2(x+10)
4x+10=2x+20
4x-2x=20-10
2x=10
x=5 joan 6 years ago. Now age = 11
Jun 4x, = 20, 6 years ago. Now age =26 years now
.......
Let pedro's age be x ( pedro's age is 1/4 of father'e age OR father is 4 times pedros age)
father's age = 4x
..
20 years later
pedro = x+20
Father = 4x+20
2(x+20)=4x+20
2x+40 =4x+20
2x=20
x=10 pedro's age now
father= 10*4 = 40 years
RELATED QUESTIONS
six years ago Jun was 4 times as old as Joan. In four years, he would be twice as old as (answered by sudhanshu_kmr)
I need help with this problem as soon as possible! Anne is seven times as old as Joan. In (answered by stanbon)
Ann is now seven times as old as Joan. In six years, Ann will be five times as old as... (answered by stanbon)
Gary is today 5 times as old as Joan. Two years later, he will be 4 times as old as... (answered by josmiceli)
six years ago, jim was four times as old as fe. in four years, he would be twice as old... (answered by Maths68,dragonwalker)
1. Ann is now seven times as old as Joan. In six years, Ann will be five times as old... (answered by solver91311)
Jane is as old as Joan was when Jane was half as old as Joan is now. Four years ago, Jane (answered by Edwin McCravy)
Joan is twice as old as her sister now. What is her age 6 years... (answered by math_tutor2020)
Jason is 23 years older than his sister Joan. In 18 years, he will be twice as old as... (answered by josgarithmetic,MathTherapy)