\(Q \cap R = \varnothing\)
\(R \subset P\)
\((R \cap P) \subset (R \cap U)\)
\(n(P' \cap R) = 2\)
Correct answer is C
All the statements are false except option C.
\(R \cap P = {3, 5, 7} and R \cap U = {2, 3, 5, 7, 11}\)
\(\therefore (R \cap P) \subset (R \cap U)\)
Simplify ( \(\frac{1}{2 - √3}\) + \(\frac{2}{2 + √3}\) )\(^{-1}\)...
If \(2\sin^{2}\theta = 1 + \cos \theta, 0° \leq \theta \leq 90°\), find \(\theta\)...
Given that g ; x \(\to\) 3x and f ; x \(\to\) cos x. Find the value of g\(^o\) f(20\(^o\)) ...
Evaluate \(\int^0_0 \sqrt{x} dx\)...
Given that \(\log_{3}(x - y) = 1\) and \(\log_{3}(2x + y) = 2\), find the value of x...