Question

Let a, b, and c be integers with a is not equal to 0. Prove that if ab|ac, then b|c

Answer 1

lol u mistyped

Answer 2

sorry

Answer 3

am i over thinking.. let a,b,c = 2.. 22|22 = 1 then 2|2 = 1?

Answer 4

22|22 means ??

Answer 5

plzz type the exact Q

Answer 6

divisible. here is the example: Example 1.1.1. The number 6 is divisible by 3, 3|6, since 6 = 3 x 2.

Answer 7

hang on

Answer 8

http://www.math.fsu.edu/~pkirby/mad2104/SlideShow/s5_1.pdf

Answer 9

its the first execrise on top

Answer 10

3|6 means 6 is divisible by 3

Answer 11

okk

Answer 12

yeah so is my answer correct?

Answer 13

2|2=1 yeah

Answer 14

let a,b,c be 2.. 22|22 = 1 then 2|2 = 1?

Answer 15

lol ab means a*b if u take them 2 that mean ab=2*2=4

Answer 16

ah yeah ur right

Answer 17

does b|c needs to be equal to ab|bc?

Answer 18

what are the values you have take for a , b , c

Answer 19

i would use 1 for a then b|c would be equal to ab|bc

Answer 20

what is the exact Q given to you post that..so i can help u well

Answer 21

let a = 1, b and c = 2.. 2|2 = 1 then 2|2 = 1

Answer 22

i posted the link

Answer 23

u r considering by yourself ??

Answer 24

im not sure how to answer it

Answer 25

in pdf which one??

Answer 26

first execrise on top

Answer 27

1.1.1

Answer 28

wait let me check

Answer 29

ohh ...ab|ac means if ab divide ac

Answer 30

yeah so let a =1, b and c = 2.... 2|2 = 1 then 2|2 =1

Answer 31

which means b divide c and we can write it as b|c

Answer 32

sorry my bad

Answer 33

does ab|ac needs to be equal to b|c?