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To approach this problem, I would divide all the fractions and see if indeed two fractions are equivalent. After all, proportions will always have the same ratio.
so how would you do this cross multiply?
Cross multiplying is another way to approach this. Would you like me to explain it that way?
I know how to cross multiply, but what is the other way
The simplest way is to just divide the fractions and just compare them: \[\frac{ 1.5 }{ 3 } = 0.5\]\[\frac{ 3}{9} = 0.333...\]So those two are not a proportion since they don't yield the same ratio.
can u check my other answer?
s
If it is another question, close this question and post it as a new one for others to also see.
ok
so you can just cross multiply them
Yes, that is also another way. If the two products are the same, then they are a proportion.
@OpenStudier
I think its #2
But, 22 x 6 = 132 and 33 x 4 = 132. #2 is thus a proportion.
Got it @OpenStudier its c
Still would have to disagree. 142 x 3 = 2 x 213. Check using a calculator.
how would it be d really?
It is actually A, I even proved it to you earlier when I did the fractions.
i didn't get that lol ok thanks
No problem!
do you have time to check some more? @OpenStudier
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