SOLUTION: Hey guys sorry for what i did earlier. I was able to answer 9 of it and i cant understand the rest Find two consecutive even integers such that four times the first is three tim

Algebra.Com
Question 1105958: Hey guys sorry for what i did earlier. I was able to answer 9 of it and i cant understand the rest
Find two consecutive even integers such that four times the first is three times the second.
The sum of three numbers is 171. The second number is 1/2 of the first and the third number is 3/4 of the first. Find the numbers.
Twice a number is added to the number, giving 90, Find the number.

Answer by josgarithmetic(39630)   (Show Source): You can put this solution on YOUR website!
Three completely separate exercises:

---
Find two consecutive even integers such that four times the first is three times the second.
---
The sum of three numbers is 171. The second number is 1/2 of the first and the third number is 3/4 of the first. Find the numbers.
---
Twice a number is added to the number, giving 90, Find the number.
---


You can decide which ONE of them is being done here.





First, second, third numbers respectivly: 76, 38, 57

RELATED QUESTIONS

Hey guys, I just started and I was glad that someone was able to answer my recent... (answered by josgarithmetic)
Hey :D i attemped this geometry based homework 2 weeks ago, i managed to do questions... (answered by scott8148)
Hey, Could you help me out with an easy way to do a euclidean algorithm. I cant... (answered by jim_thompson5910)
Hey guys I asked two question earlier. But I didn't get a response. Now I don't want to... (answered by fractalier)
hey! I am having a lot of trouble with my year 12 maths and was wondering if anyone was (answered by Fombitz,rothauserc)
Hey, I have a problem I've been stuck on for a while and can't seem to solve: Find three... (answered by josgarithmetic)
Hey I also have another question I am so sorry. But I don't understand what or how I... (answered by longjonsilver)
Hi! I have been trying to use old, retired ACT exams to prepare to take the actual... (answered by josgarithmetic,MathLover1,MathTherapy)
Okay; You people lie. My question has not benn answered like you said it would be. Why... (answered by helpnalgebra,checkley77,Kres,richwmiller)