Pre-Calculus HELP!!
^^^^
https://media.glynlyon.com/g_prc_2012/1/u17.gif this also goes with the problem
\(a\) does not have to be negative it just cannot be zero
what are you talking about? Im really confused.
i read \(\{(a,b):ab=12\}\)
means the set of all ordered pairs \((a,b)\)whose product is 12
so for example \((2,6),(3,4),(5,\frac{12}{5}), (12,1), (-4,-3)\) all belong there
you are asked for the "domain" meaning the possible values for \(a\) the first coordinate
okay I think im getting it a little
you can make \(a\) any number that you like, because whatever you choose for \(a\) you can put \(b=\frac{12}{a}\) it will work HOWEVER you cannot let \(a=0\) because if \(a=0\) you cannot solve \(0\times b=12\)
in other words, \(a\) can be any number you choose, except for \(0\) because there is no way \(0\times b=12\)
btw this also explains why you cannot divide by 0 if \(ab=12\) then \(b=\frac{12}{a}\) but \(\frac{12}{0}\) in not defined because there is no way that \(0\times b=12\)
ok they arent allowing me to change the 0, so it would be \[\neq 0\]
yes
Thank you I think I have it now!!!
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