Find the values of for which x2 + 6x + k = 0 has two real solutions.
Find the set of values of x for which:
a. 3x – 5 < x + 8 and 5x > x – 8
b. x – 5 > 1 – x and 15 – 3x > 5 + 2x
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Given quadratic equation can be written as,
x
2
−(2m)x+(8m−15)=0
Now for equal roots, Discriminant =0
⇒b
2
−4ac=0
⇒(−2m)
2
−4(8m−15)=0
⇒m
2
−8m+15=0
⇒(m−3)(m−5)=0, factor
⇒m=3,5
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