the graph of cot X in third quadrant is 1) increasing from 0 to infinity 2) decreasing from infinity to 0 3) decreasing from 0 to minus infinity 4) incresing from minus infinity to 0

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The range of simple correlation coefficient is

(a) 0 to infinity

(b) minus one to plus one

In the case of tangent of an angle, the values increase from 0 to infinity, when the angle increases from $0^{\circ} to 90^{\circ}$ .

Has zero any value in integers?

As if we take from 0 to infinity it is positive

And if also take from 1to infinity it is positive

So has zero any value

q_{0}

r = \frac{1}{2}

\infty \sum n = 0 n r^{n}

n

n

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