(a) Sketch the graph of $\tan x$ for values of $x$ between $0$ and $360$. (b) Solve the equation : $\cot x = 0.15$
for values of $x$ between $0$ and $360$. Express your answer(s) in degrees.
(c) Evaluate $cosec x$ if $\cot x = 0.15$.
(a) Sketch the graph of $\tan x$ for values of $x$ between $0$ and $360$. (b) Solve the equation : $\cot x = 0.15$
for values of $x$ between $0$ and $360$. Express your answer(s) in degrees.
(c) Evaluate $cosec x$ if $\cot x = 0.15$.
Part b:
$\cot(\theta) = 0.15$
$\frac{1}{\tan(\theta)} = 0.15$
$0.15 \tan(\theta) = 1$
$\frac{1}{0.15} = \tan(\theta)$
$20/3 = \tan(\theta)$
$\arctan(20/3) = \theta$
$\theta = 81.46923439$
Part c:
$\csc(81.46923439) = ?$
Try and figure this one on your own