A teacher has determined that the number of students in her Trig class has increased over a 5-year period at a rate of r given by the equation 5r²+14r-3=0. find r We got r=2 is this right?
no
you get 1/5
harsha can u kindly show how u got the answer?
we had to use quadratic formula.
You have to factorize
Hold on
the equation should be written as 5r^2+15r-r-3
now take 5r and -1 common. then u get 5r(r+3)-1(r+3) then r=-3 or r=1/5 r cant be -ve value
using quadratic formula the equation that we had \[\frac{ -14+or-\sqrt{14^{2}-4(5)(-3)} }{ 10 }\]
i get what harsha is saying but zuru i have no idea what u just said.
i just know it can not be a portion of a student, so 1/5 cant be right
so cant be -3 then u say both answers are wrong?
right
so there is no correct answer for this question?
there is, it just has to be done using quadratic formula. and I am not sure I got it right
should I ask again using the formula? Im new here so not sure what to do
yes please
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