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State whether the quadratic equation (x + 4)2 - x = 0 has two distinct real roots. Justify you
answer
The difference between the two angles x and y is 30
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Answer:
Since −5 is a root of the equation 2x
2
+px−15=0. Therefore,
2(−5)
2
−5p−15=0⇒p=7
Putting p=7 in p(x
2
+x)+k=0 we get
7x
2
+7x+k=0
Here ,a=7,b=7;c=k
This equation will have equal roots, if
Discriminant =b
2
−4ac=0 ⇒49−4×7×k=0⇒k=
28
49
⇒k=
4
7
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