Question

I BET NOONE CAN ANSWER THIS:
One day, a person went to horse racing area, Instead of counting the number of human and horses, he instead counted 74 heads and 196 legs. Yet he knew the number of humans and horses there. How did he do it, and how many humans and horses are there?

Answer 1

And wht if someone solves it?

Answer 2

Let's assume that HM = Human and
HR = Horse
HM + HR = 74
2HM + 4HR = 196
(2HM + 4HR) - (2 HM + 2HR) = 196 - 148
2HR = 48
HR = 24
HM + (24) = 74
HM = 74 - 24
HM = 50

So, the solution is 24 horses and 50 humans.

Answer 3

Chay-C won the bet.

Answer 4

WOW how did you type that out so fast chaise..........

Answer 5

chaise got it

Answer 6

copy and paste

Answer 7

LOL^

Answer 8

HAX I SAY HAX

Answer 9

Haha. This could easily been solved manually - but I figured you got the question from the internet - so the solution would be in the internet also. Quick Google search found it ;)

Answer 10

ok wat about:

y = log x
If y = 10, then what is x?

Answer 11

x would be equal to 1.
Assuming log is base 10, ofcourse.
Everyone knows log of 10 is 1.

Answer 12

stop copying frmo Oracle.

Answer 13

from*

Answer 14

X=1