Give the general solution for the following trigonometric equation.

−133cos⁡(β)=−68\displaystyle -{133}{\cos{{\left(\beta\right)}}}=-{68}

  *

*single trig ratio, equal to a constant (as a fraction)

r.a.=\displaystyle {r}.{a}.=

β=\displaystyle \beta=   where k∈Z\displaystyle {k}\in{Z}

orβ=\displaystyle {\quad\text{or}\quad}\beta=   where k∈Z\displaystyle {k}\in{Z}

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