7x^2-13y=0 ; solve for X
u ther?
yeah
k, cool.
7x^2 = 13y Cross multiply x^2 = \[\frac{13y}{7}\]
well, it says the answer should be: x=±√91y/7
Put roots to cancel square: FInal Answer: \[\sqrt{\frac{13y}{7}}\]
it cant be 91.
hm...I think I'm supposed to do something like let U= blah and U^2= Blah or something...
umm, nope.
my notes say take an equation that is not quadratic and write it in to equivilant quadratic form then use quadratic forumla to find solutions. But, I don't think this is one of those problems
Im quite confused about it >.< but that is the answer my teacher had there? maybe he is wrong!
lol, your notes are confusing u + they are confusing me too!
well, it is a test review, so it doesn't say which part of my notes to use. But there is a section of the test lower that asks me to do what I said above, so I don't think this is that. and when I worked it myself, I got what you got. I wonder if he just put the wrong answer?
Might Be.
will you help me with this one instead: \[\sqrt{a^2+b^2}=C ;a\]
solve for a
it was supposed to space out. it's =c (solve for a)
Oh, okay! got that. :)
:)
\[\sqrt{C^2 - b^2 }\]
how did you get that?
\[a = \sqrt{C^2 - b^2 }\]
well, can u join me on twiddla? i can show u the working there!
twiddla? Ive never heard of it. lemme see
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