BATTLE OF THE BRAINS (Boys vs GirLs)

[pilgreg]

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kani for the girls:

kung nangutang ka ug 50php sa imo papa
nangutang pud ka sa imong mama ug 50php
ug unya ni-palit ka ug t-shirt na tag 97php
naa ka'y sukli 3 petot
bayad ka'g piso sa imo mama para sa utang
bayad sad ka'g piso sa imo papa para sa utang

karon tag 49php na lang kada usa nila imong utang
49+49=98
asa ang piso?

sayup kwentada.. ang akong answer.. or dli ma kwenta..

[pilgreg]

try ni akow ohh.. sayun raman neh..

sa lang ito sa amerika, 2 sa indonesia, 3 sa philippines, pero wala sa japan at globo... madalas makita sa aklat? six letter word
sa english at sa tagalog... _ u _ _ o _ ano ito?

hehehe!!

[choyadgreat]

try ni akow ohh.. sayun raman neh..

sa lang ito sa amerika, 2 sa indonesia, 3 sa philippines, pero wala sa japan at globo... madalas makita sa aklat? six letter word
sa english at sa tagalog... _ u _ _ o _ ano ito?

hehehe!!

the letter i

[pilgreg]

sorry wrong!

[pilgreg]

way lain mo try??

[choyadgreat]

sorry wrong!

how about the "tuldok" sa letter i?

[clinically.dead]

sayup kwentada.. ang akong answer.. or dli ma kwenta..

The answer is "There is no missing one peso."

sa lang ito sa amerika, 2 sa indonesia, 3 sa philippines, pero wala sa japan at globo... madalas makita sa aklat? six letter word
sa english at sa tagalog... _ u _ _ o _ ano ito?

Is the word also _ u _ _ o _ in English? Or is that only for Tagalog? Is the answer really tuldok? Because japan has one.

Also, please state if the riddle is meant for boys or for girls. This one's for girls:

If you take 1 from my group we are even but if I take one from your group, we are twice as much/many as you are. So how many are you and how many are we?

I don't know the answer. ┐('～`；)┌

[marilz_m]

5 and 3??not sure sa pasabot sa even equal or even in number..

[marilz_m]

5 and 4 diay oi..

[clinically.dead]

Got the idea for the solution from poster above.

If you take 1 from my group we are even but if I take one from your group, we are twice as much/many as you are. So how many are you and how many are we?

Let x = number in treize's group, y = number in my group.

I take 1 from treize's group and we are even
treize = x-1, me = y+1 ===> x-1=y+1

treize takes one from my group and they are twice as many as we are:
treize = x+1, me = y-1 ===> x+1=2(y-1)

Solve equations simultaneously: x=7, y=5.

There are 7 in your group and 5 in mine.

I wasted time solving that. It better be correct.