Find Polynomial with 1/α, 1/β 🔥 | Zeroes Trick | Class 10 Polynomials #shorts

In this YouTube Short, we solve an important Class 10 Maths Polynomials question based on zeroes transformation.

👉 Question:
If α and β are the zeroes of the quadratic polynomial
f(x) = x² + px + q,
then find the polynomial whose zeroes are 1/α and 1/β.
Options:
(a) x² + qx + p
(b) x² − px + q
(c) (qx)² + px + 1
(d) (px)² + qx + 1

💡 Concept Used:
Sum of zeroes = −p
Product of zeroes = q
Transformation of zeroes (1/α, 1/β)

🎯 Key Idea:
New sum = (α + β) / (αβ)
New product = 1 / (αβ)

✔️ Very important for:
Class 10 Maths Chapter 2 (Polynomials)
CBSE Board Exams
Polynomials extra questions
🚀 Master these tricks to solve questions quickly!
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Видео Find Polynomial with 1/α, 1/β 🔥 | Zeroes Trick | Class 10 Polynomials #shorts канала VipraMinds CBSE - Rahul Tiwari