If the number of points of discontinuity and number of points of non-differentiability of f(x)= minimum sin x , (sin)- 1 (. cos x .) in (.0,2π .) are p and q respectively, then ordered pair (.p,q.) is

Question

If the number of points of discontinuity and number of points of non-differentiability of f(x)= minimum sin x , (sin)- 1 (. cos x .) in (.0,2π .) are p and q respectively, then ordered pair (.p,q.) is (A) (.1,2.) (B) (.1,3.) (C) (.0,2.) (D) (.0,3.)

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Q. If the number of points of discontinuity and number of points of non-differentiability of $f (x) =$ minimum ${s in x, (s in)^{- 1} (cos x)}$ in $(0, 2 π)$ are $p$ and $q$ respectively, then ordered pair $(p, q)$ is

$(1, 2)$

$(1, 3)$

$(0, 2)$

$(0, 3)$

Shown in the figure

Q. If the number of points of discontinuity and number of points of non-differentiability of f(x)= minimum {sinx,(sin)−1(cosx)} in (0,2π) are p and q respectively, then ordered pair (p,q) is

(1,2)

(1,3)

(0,2)