Question

What is the angle in degrees between the diagonal line and the left edge of the flag. 6.6 and 10

Answer 1

Step-by-step explanation:

In this flag the diagonal is making a right angled triangle

Base = 10

Height = 6.6

Angle of theta = ?

By using trigonometry ratio :

\begin{lgathered}\bf \tan \theta = \frac{p}{b} \\ \\ \bf \tan \theta = \frac{6.6}{10}\end{lgathered}tanθ=bptanθ=106.6

\begin{lgathered}\bf\tan \theta = 0.66 \\ \\ \bf\theta = { \tan}^{ - 1} (0.66 )\\ \\ \large \boxed{ \blue{\bf\theta = 33.4}}\end{lgathered}tanθ=0.66θ=tan−1(0.66)θ=33.4

Angle between side and diagonal is 33.4°