Answer:
kx
2
−5x+k=0
Here a=k,b=−5,c=k
Given that the equation has equa roots.
Therefore,
D=0
b
−4ac=0
(−5)−4(k)(k)=0
25−4k
=0
⇒4k
=25
⇒k=±
4
25
=±
5
Hence the value of k is ±
.
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Class 10
>>Maths
>>Quadratic Equations
>>Nature of Roots
>>If the equation kx^2 - 5x + k = 0 has eq
Question
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If the equation kx
−5x+k=0 has equal roots, find the value of
′
k
Medium
Solution
Verified by Toppr
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Answers & Comments
Verified answer
Answer:
kx
2
−5x+k=0
Here a=k,b=−5,c=k
Given that the equation has equa roots.
Therefore,
D=0
b
2
−4ac=0
(−5)−4(k)(k)=0
25−4k
2
=0
⇒4k
2
=25
⇒k=±
4
25
=±
2
5
Hence the value of k is ±
2
5
.
Please Mark Me As Brainlist
Answer:
Search for questions & chapters
Class 10
>>Maths
>>Quadratic Equations
>>Nature of Roots
>>If the equation kx^2 - 5x + k = 0 has eq
Question
Bookmark
If the equation kx
2
−5x+k=0 has equal roots, find the value of
′
k
′
Medium
Solution
Verified by Toppr
kx
2
−5x+k=0
Here a=k,b=−5,c=k
Given that the equation has equa roots.
Therefore,
D=0
b
2
−4ac=0
(−5)−4(k)(k)=0
25−4k
2
=0
⇒4k
2
=25
⇒k=±
4
25
=±
2
5
Hence the value of k is ±
2
5
.