Question

help o:

Answer 1

,

Answer 2

Remove the parenthesis
then what will the two expressions be

Answer 3

10 & 12

Answer 4

flase

Answer 5

false

Answer 6

All i said was remove the parenthesis lol
1st expression - \(\color{red}{(}5\times2\color{red}{)}\times6\)
2nd expression - \(5\times\color{red}{(}2\times6\color{red}{)}\)

Answer 7

Ok so when you remove the parenthesis you have to solve the rest of the equation so you have
10x6 and 12x5

10x6=60
12x5=60

Answer 8

they both have the same numbers being multiplied,
if i was to remove the parenthesis on both of the expressions it would become
1st expression - \(\color{red}{}5\times2\color{red}{}\times6\)
2nd expression - \(5\times\color{red}{}2\times6\color{red}{}\)

Answer 9

its false o:

Answer 10

i was trying to show him that just now o-o

Answer 11

False

Answer 12

...
are the two equations the same ?

Answer 13

False

Answer 14

yea that equation is the same

Answer 15

which means that they are equal
so is it true or false ?

Answer 16

False

Answer 17

are \(\color{red}{(}5\times2\color{red}{)}\times6\) and \(5\times\color{red}{(}2\times6\color{red}{)}\) equal ?

Answer 18

asosciative property of multiplication.
says\[(a \times b)\times c=a\times (b \times c)\]
what do you conclude?