The value of tan(X) in fraction is 7.2/6.4 and in decimal is 1.13
<h3>How to determine the tangent trigonometry ratio?</h3>
The complete question is added as an attachment
From the question, the given parameters are as follows:
Hypotenuse = XZ
Hypotenuse XZ = 9.6
Leg ZY = 7.2
Leg YX = 6.4
The tangent of X is then calculated as:
tan(X) = ZY/YX
Substitute the known values in the above equation
tan(X) = 7.2/6.4
Evaluate the above quotient
tan(X) = 1.125
Approximate the above result
tan(X) = 1.13
Hence, the value of tan(X) in fraction is 7.2/6.4 and in decimal is 1.13
So, the complete parameters are:
Hypotenuse = XZ
Hypotenuse XZ = 9.6
Leg ZY = 7.2
Leg YX = 6.4
tan(X) = 7.2/6.4
tan(X) = 1.13
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From the given table we can have two points as : (1,34) and (4,100)
Now we can follow these step to find the equation.
Step 1:
Use slope formula to get the slope from given points.
Plugging the values,
slope =22
Step 2:
plug the value of slope and point in point slope form.
Point slope form is given by:
Using point (4,100) and slope m=22
in terms of c and d rewriting,
Answer is c=22d +12
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