I need some help with my Algebra 2 work please.
post a problem you need help with ...
suppose a and b vary inversley andb=8 when a=6. write a function that models the variation and find b when a =30
ok, so how does your material define an inverse relationship?
I know of inverse variation as when x increase y increase
hmm, thats a direct variation inverse is when one gets big, the other gets small
Oh whoops I always get them messed up
i get them messed up only half the time :) so, let ab = k for all a,b
we know that 8(6) = k for all a,b therefore: 30b = 48, what is b?
b=1.6
8/5 is what im getting
1.6, yeah :)
I just kinda divided 48 and 30
me too
is that all i have to do?
well, the key is in knowing how the relationship works if a and b are inversly related, then they have the form: ab=k for some constant k or a = k/b
finding k and equating it to the new values is all there is to it yes
Oh okay
can you help me with another one @amistre64
i can try one more ...
what is the quotient in simplest form? state any restrictions on the variable z^2-4/z-3 divide z+2/z^2+z-12
you are going to have to factor the parts to see if anything is common top to bottom
restrictions are what makes a bad math happen, in this case its most likely what makes us divide by zero
im going to want to see youre attempt, or ask questions if something is a bit odd to you
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