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If alpha beta gamma are in ap then using the properties of determinant prove that .............

Heer , 6 Years ago
Grade 12
anser 1 Answers
Arun

Last Activity: 6 Years ago

Dear Heer
 
If I add Row 1 and Row 3
Then
 
R1 ----> R1 + R3
 
2(x-2)      2(x-3)       2(x - (\alpha + \gamma))
x-2 .            x -3.           x - \beta
x-1.              x-2.            x - \ganna\gamma
 
Now
Take 2 common from 1st row then,
 
1st row and 2nd row will be same hence
Value of determinants will be 0. 

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