The equation cos - -1-01 has infinitely solutions-True-False-

The equation ...

Question

The equation cos $θ$ = -1.01 has infinitely solutions.

True

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False

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3 \cos x + 4 \sin x = 6

The equation $cos θ = - 1.01$ has infinitely solutions.

Find the value of $θ$ , if the equation $cos θ x^{2} - 2 sin θ x - cos θ = 0$ has real roots

[x]

\leq x

[sin θ] x + [- cos θ] y = 0

[cot θ] x + y = 0

t a n θ = \sqrt{\frac{3}{2}}

(1 - c o s θ) + 3 (1 - c o s θ)^{2} + 4 (1 - c o s θ)^{3} + . . . . \infty