In this course, we will be looking at different problems found in basic trigonometry .Students are encouraged to go through thoroughly our website's notes before attempting the questions on basic trigonometry.
Examples of Basic Trigonometry
In this basic trigonometry question , we use the double angle formula cos 2x = 2cos
x-1 so that the equation is expressed in terms of cosine x .
Express it in quadric form so that we can solve for cosine x.
or cos x = 2 ( N.A since -1 = cos x = 1 )
It's important to note this non applicable part as it tests on understanding. Otherwise marks will be deducted.
The general solution is
for all real numbers of n. If you are unclear on this, go to the general solutions of cosine.
Solving Basic Trigonometry Equations that can be reduced to the form
Here are the forms of basic trigonometry equations.
These basic trigonometry equations can be solved by
a) Trigonometry factor formula
b) using the forms of general solutions for sine, cosine or tangent.
Notice that for trigonometry equations like
We can make use of basic trig identities for complementary angles to convert trig functions to the same form.
Here is one example.
Note that in basic trigonometry ,
Read on more about basic trigonometry examples.
Return to Trigonometry Help or Basic Trigonometry .