If a and B are the zeroes of the quadratic polynomial p(y) = 5y2 – 7y + 1, find the value of
1 1
+
a B
Answers
Answered by
1
Step-by-step explanation:
find y using p(y) = 0
It will give you two values of y that will be equal to a and B.
thereafter, find 11 + aB by putting a and B.
any confusion? dm me
Answered by
2
Answer:
- 5y^2-7y+1
- a=5, b=-7, c=1
- we know that's sum of zero=-b/a
- a+b=7/5equation number first
- product of zero=c/a
- ab=1/5 equation number second
- now, 1/a+1b
- b+a/ba
- from equation first and second
- 7/5÷1/5
- =7
Similar questions