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|dw:1433826223944:dw|
i nkow that is just i dont know what to do with the negative number

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Other answers:

Ahh okay, negative number is just a number, no special treatment is required. \[\large\begin{align} \color{blue}{-2}(\color{green}{3}\color{red}{+}\color{purple}{6}) ~~&=~~ (\color{blue}{-2})(\color{green}{3})\color{red}{+} (\color{blue}{-2})(\color{purple}{6})\\~\\&=~~?\end{align}\]
i am so confused d
is it\[-2(3+6)+?\]
−2 x (3+6)+?
\[\large\begin{align} \color{blue}{-2}(\color{green}{3}\color{red}{+}\color{purple}{6}) ~~&=~~ (\color{blue}{-2})(\color{green}{3})\color{red}{+} (\color{blue}{-2})(\color{purple}{6})\\~\\&=~~(-6) \color{Red}{+} (-12)\\~\\&=~~-6-12\end{align}\]
so its -6
Yes! check this video when free https://www.khanacademy.org/math/pre-algebra/order-of-operations/ditributive_property/v/the-distributive-property
plz help with a few more
first work the multiplication
|dw:1433827301630:dw|
remember how to multiply fractions ?
24/49
?
nope, simply multiply numerators separately and denominators separately
i dont know how
|dw:1433827601856:dw|
before actually carrying out the multiplication, notice that we can cancel the common factor \(\large \color{red}{7}\) : |dw:1433827704968:dw|
2/4
1/2
how did u get 2/4 ?
i subed 4 and 8 and did the same on the top i did 1-3
wow! im truely amazed! thats really clever xD
is it right?
thats not right, but i really appreciate your bold attempt
thank u
to add/subtract fractions, we need to have same denominator in the bottom
so how do u do that
this is somewhat tricky but im sure it wont be that difficult for you, look at the bottom numbers, we have 4 and 8. they are not same, but we want them to be same... can you think of any tricks to "see" same number in the bottom ? |dw:1433828114996:dw|
wait i think i got it
1/8
how ?
|dw:1433828313605:dw||dw:1433828377751:dw||dw:1433828408627:dw|
Awesome! Looks you've mastered fractions!
just wait, 2-3 is -1 right ?
no its just 1
|dw:1433828521221:dw|
oooohhhhh
2-3 is -1 ok
look at the options in which option are they changing only the placement of parenthesis \(()\) ?
b and c

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