For what values of p, the roots of the equation x
2
+4x + p=0 are real and equal
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Answered by
0
alpha+beta= -7
alpha.beta=2
then the eqn will be
x²-(alpha+beta)x+(alpha.beta)=0
x²+7x+2=0.
Answered by
0
Answer:
4
Step-by-step explanation:
x 2 +4x + p=0
=> roots are real and equal => b² - 4ac = 0
a =1, b= 4, p =c
from formula, 4² - 4(1)p = 0
4 - p = 0
p = 4
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