Can You Find the Minimum Length of PQ - Advance Algebar - For CAT 2026 |  Hölder Inequality  | Q 024 @Azucation
Can You Find the Minimum Length of PQ - Advance Algebar - For CAT 2026 |  Hölder Inequality  | Q 024  @Azucation
Uploaded September 2026 | Updated September 2026, 3 weeks ago
A=(3,4). So is the answer simply 5?

That is the trap.

In this Visual Maths Lab question, P and Q move on the positive coordinate axes:

P=(x,0)
Q=(0,y)

while the line segment PQ always passes through the fixed point:

A=(3,4)

We need to find the minimum possible length of PQ.

I’ll cover the complete concept separately because this result itself can become a very useful CAT/JEE-style question.

Concept is the king.

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Can You Find the Minimum Length of PQ - Advance Algebar - For CAT 2026 | Hölder Inequality | Q 024

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