determine all the roots of the given function
R(y)=12y2+11y−5
Solution
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Set the function equal to zero and factor the left side
12y2+11y−5=(4y+5)(3y−1)=0
After factoring we can see that the three roots of this function are,
y= −5\4, y=1\3
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Solution
---------
Set the function equal to zero and factor the left side
12y2+11y−5=(4y+5)(3y−1)=0
After factoring we can see that the three roots of this function are,
y= −5\4, y=1\3
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