so is 1/2 a = b then 2b = a. What property of equality is that? My choices are Addition property, division property, subtraction property, and multiplication property.
well what do you have to do to each side to get from: \[\frac{1}{2}a=b\] to \[a=2b\]
I am not sure, that is my problem. :c
ahh well let's go through the choices ok?
Okay! c;
so first addition...what do we have to add to b to make it 2b?
we would add another b
yes! but did we add a b to the other side aka the side with the 1/2a?
no. we took one away.
well actually no we added 1/2a right? Because 1/2a plus 1/2a = a. Does this make sense?
Well, i thought that if we halfed the a that equaled one b so in order to get one a we had to double the b's
that's completely correct!
and if we are "doubling" what operation are we doing?
Multiplication... but i thought that it was division with the a...
hence why I am confused.
ahhh hmmm...let me think
so you are saying to get from 1/2a to a. We are dividing?
OHHH no!
okay so it would be mulitiplication?
yes! that's right! Because we are multiply both sides by 2 to get 1/2a --> a and b -->2b. Does this make sense?
*multiplying
Wooo, thank you for actually explaining this to meee.
no problem, glad I could help :)
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