That set of answers is correct for that question.

Bob

]]>Answer :

Pat= 12x so 4 pages

Aaron= 3X so 1 page

Shad=x so 1/3 page

The value of X is 1/3

Now, everything should be correct, (I don't know why I inversed the names, inattention, I guess.)

]]>from last post wrote:

Aaron reads

3times faster then shad and patrick reads4times faster then Aaron.

from post 1 wrote:

X: Number of pages

Patrickread3X: Number of pages Aaron read. (3 times faster than the number of pages Shad read.)

12X: Number of pages

Shadread. (12 times faster than the numbers of pages Shad read.)Now, I resolve : 12X=4 (pages read by Patrick)

X=1/3

This is still in a muddle. When you first made this post, you had Shad and Patrick the other way round in your answer. Last night you edited the post, swapping the names over. So your answer still doesn't match the problem as stated.

Suggestion:

Start again with a fresh post in which you put the correct question and your answer. I'll look at that.

Bob

]]>Sorry again, could you recheck with that new statement if you get the same equations ? thanks

]]>Aaron reads 3 times faster than Patrick and Shad reads 4 times faster than Aaron

If Aaron reads faster then Patrick is the slowest reader.

The order is

slowest Patrick then Aaron then quickest Shad.

So if Patrick reads at 4 pages per hour and Aaron is 3 times faster that means Aaron is 3 x 4 pages per hour.

So if you start with Patrick's speed you need to multiply and if you start with Shad you need to divide.

I am off to bed now as it's gone midnight in the UK.

Hope you get your head around this.

Bob

]]>hi Al-Allo

As long as you keep track of each person's formula it doesn't really matter what you call 'x' here.

eg. Patrick x

Aaron 3x

Shad 12xx = 4 => Aaron = 12 and Shad = 48

or Shad = x

Aaron = 1/4 x

Patrick = 1/3 of 1/4 x1/3 of 1/4 x = 4 => 1/4 x = 12 and x = 48

Same answers but maybe the fractions make it harder ??

I was taught to make x the thing you are trying to find but here you are asked for more than one thing so I don't think it should matter.

Bob

Ok, but I under the logic behind that one persone is slower than an other but your answers are wrong and This I what I got :

Aaron: 1 page Shad: 1/3 page (Yes I know, this isn't realist, but these are the answers.)

What gives, why are you going in the opposite direction than the problem is saying. (Dividing because they are slower ?)

]]>As long as you keep track of each person's formula it doesn't really matter what you call 'x' here.

eg. Patrick x

Aaron 3x

Shad 12x

x = 4 => Aaron = 12 and Shad = 48

or Shad = x

Aaron = 1/4 x

Patrick = 1/3 of 1/4 x

1/3 of 1/4 x = 4 => 1/4 x = 12 and x = 48

Same answers but maybe the fractions make it harder ??

I was taught to make x the thing you are trying to find but here you are asked for more than one thing so I don't think it should matter.

Bob

]]>Hi Al-Allo. Your equations are wrong. They should be as follows

Al-Allo wrote:Aaron reads 3 times faster than Patrick and Shad reads 4 times faster than Aaron. If Patrick reads 4 pages in 1 hour, how many pages reads each of his two comrades? I know how to resolve the problem, but I just wanna be sure I resolved it in the right way.

X: Number of pages Shad read

X/4: Number of pages Aaron read. (4timesslowerthan the numbers of pages Shad read.)

X/12: Number of pages Patrick read. (12 timesslowerthan the numbers of pages Shad read.)Now, I resolve :

X/12=4 (pages read by Patrick)

How come ? I got the answer perfectly with them ...

]]>Hi Al-Allo!

Try x for Patrick, 3x for Aaron 4(3x)=12x for Shad. (Patrick is the slowest reader, Aaron next and

Shad the fastest.) So if Patrick reads 4pages in 1hr, then ...Can you get it from there?

Sorry, I confused the names, thanks for the correction. But what I'm asking is X represent the number of pages read by Patrick, right ?

THanks

]]>Al-Allo wrote:

]]>Aaron reads 3 times faster than Patrick and Shad reads 4 times faster than Aaron. If Patrick reads 4 pages in 1 hour, how many pages reads each of his two comrades? I know how to resolve the problem, but I just wanna be sure I resolved it in the right way.

X: Number of pages Shad read

X/4: Number of pages Aaron read. (4timesslowerthan the numbers of pages Shad read.)

X/12: Number of pages Patrick read. (12 timesslowerthan the numbers of pages Shad read.)Now, I resolve :

X/12=4 (pages read by Patrick)

Try x for Patrick, 3x for Aaron 4(3x)=12x for Shad. (Patrick is the slowest reader, Aaron next and

Shad the fastest.) So if Patrick reads 4pages in 1hr, then ...

Can you get it from there?

]]>X: Number of pages Patrick read

3X: Number of pages Aaron read. (3 times faster than the number of pages Shad read.)

12X: Number of pages Shad read. (12 times faster than the numbers of pages Shad read.)

Now, I resolve : 12X=4 (pages read by Patrick)

X=1/3

And the rest resolves itself. Basically, it doesn't say it explicitely but am I right saying that X is the number of pages read by Shad, right ?

]]>