An example of basic trigonometric functions question is find tan 
.
<h3>What are trigonometric functions?</h3>
The term trigonometric function is known to be made up of functions such as sine (sin), cosine (cos), tangent (tan), etc., that stands for the ratios of sides of all right triangles.
To solve for tan
It will be = 2
+ 
θ = 
θ = 
To know the right angle,
θ = x 180/4 = 45⁰
tan θ = 1
Therefore, tan = -1
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Answer:
x = 70°
The external angle of a triangle is equal to the sum of the 2 opposite interior angles.
120° is an external angle of the triangle, thus
x + 50 = 120 ( subtract 50 from both sides )
x = 70
Answer:
Look at the end behavior down.
there is:
1) up up (the parabola looking up)
2)down down (the parabola looking down)
3) down up (the positive cubic function)
4) up down (the negative cubic function)
*You have to memorize the conditions in the picture to answer any question*
g(x) = X^2
x^2 is a quadratic equation
it has even power and a positive leading coefficient so it is has a behavior of up-up
Answer:
Ligma
Explanation:
The answer is obviously Ligma, because if you put it together with balls... Ligma balls bahahaha get it lig ma balls, lick ma balls... No?
