If α,β are the zeroes of the polynomial f(x) = ax^2+bx+c, then 1/α^2 + 1/β^2=?

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If α,β are the zeroes of the polynomial f(x) = ax^2+bx+c, then 1/α^2 + 1/β^2=?

RD SHARMA BOOK QUESTION CLASS 10
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Thank you sir its helpful for me to continue

crazy_madhav_
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Students studying
Legends noticing ant in his register
Btw great explanation ❤

Official_FG
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Thank you sir your explanation was great it really helped me a lot

JH_MG
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Aapne explanation to Padiya Kiya Hai Lekin ya nahin bataya ki kaun si chij kahan se liye isliye kai doubt aa rahe h ek baar pura step wise clear kardijiye

pixelpapers
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I look all the YouTube for this problem but only you came with the problem 😂❤ thanku

Chronixeditz
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Thank you sir, I saw other videos but what they were doing were wrong

habeebburrahaman
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Hello Sir. Please solve this if x=1 is a common root of ax²+bx+c=0 and x²+x+b=0 then ab=

manishatulasidas
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The identity u r using a²+b² is wrong its actually (a+b)² - 2ab pls check it once...

aishika
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I have forgot that how to do these type of question 😢

Rexy_gaming
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But sir when alpha sq is multiplied by alpha it will become alpha cube...not remain as alpha square...?? Isn't it??

Unknown_Artist_
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α²+β²≠(α+β)²
You made a very big mistake

priyen-