Can someone check this please?
The function f is defined by \[f(x)=9x^2+12x+c\], where c is constant
Given that f(x)=0 has equal roots, find the value of c and hence solve f(x)=0
so I did
f(x) has real roots, therefore b^2-4ac = 0 So: \[12^2-(4)(9)(c)=0\] which eventually leads to me getting \[36c=144 \] \[c=4\]
your logic is perfectly sound so far :)
I would reword your first line as: f(x) has equal roots, therefore b^2-4ac = 0
Solving that gives me \[(3x+2)(3x+2)=0\] so \[x=-2/3\]
yup - all correct
Thanks again! Mind checking one more?
<<--- Sure, but you should post each question separately in the list to the left
this is encouraged so that others have more of a chance of learning from specific question/answer posts rather than one long set of questions and answers
Good point! Will post it across then :)
thx :)
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