Question on p -1 to p-4,property-5

Property-5 and question on this property

Properties 3 || 4 || 5 and Questions Based on these Properties

Question on sin inverse (sin x) || Property 3 & 4 || Question based on P-3 & P-5

Question Stimulus :- If three points (p+1, 1), (2p+1, 3) and (2p+2, 2p) are collinear, then p=?

Walli's Formula || Properties For P-1 to P- 4

Walli''''s Formula and Properties For P-1 to P- 4

Consider the following question and decide which of the statements is sufficient to answer the question. Question: Find the value of p^(2)-4 , Statements: 1) (p)/(2)=(5)/(7) 2) p^(2)-q^(2) = 729

Consider the given question and decide which of the following statements is sufficient to answer the question. What are the values of p, q and r? Statements: 1. (p+q)^2 = 16 2. p-q=4,r=2p

A polynomial P(x) with real coefficients has the property that P^(n)(x)ne0 for all x. Suppose P(0)=1 and P'(0) = -1 . What can you say about P(1)?

Find p if 5^(p-4)2^(p-5)=5