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How do i find the value x in a scalene angle?
If it is a scalene triangle then: 180 - the sum of the 2 known angles = x angle
What is the smallest angle in a right angle triangle?
It can have any value x degrees where 0 < x < 45.
How do you find the six trig ratios given on a coordinate plane?
Construct a unit circle (origin at 0,0 radius 1) Construct your angle The Sine is the Y (vertical) value of the intersection of the angle and the circle The Cosine is the X (horizontal) value of the intersection of the angle and the circle The Tangent is the slope the angle: Y/X The Cotangent is the X value of the intersection of the angle and the line Y=1 The Secant is the length of the segment along the angle from the origin to the intersection of the angle and the line X=1 The Cosecant is the length of the segment along the angle from the origin to the intersection of the angle and the line Y=1
What is cos-1 3?
The cosine function has an absolute value that cannot exceed 1. Therefore the is no angle x such that cos(x) = 3. That is, there is no angle x such that x = cos^-1(3).
What is the value of the angle x if the hypotenuse is 15 and the opposite side is 7?
1.0852782
How do i find the value x in a scalene angle?
If it is a scalene triangle then: 180 - the sum of the 2 known angles = x angle
What is the value of the third angle of a 72 degree and x?
I'm going to assume that you are wanting the third angle of a triangle. The total of all 3 angles would have to equal 180o. If one angle is 72o and one angle is x, you have to add 72 and x, and you would get (72+x). So, the third angle would be 180 - (72+x). Without knowing the value of x, this is as close as we can get.
What is the smallest angle in a right angle triangle?
It can have any value x degrees where 0 < x < 45.
What is the value of X if the angle is 108 plus 4x?
It depends on what the angle is and what other information is given.
How do you find the six trig ratios given on a coordinate plane?
Construct a unit circle (origin at 0,0 radius 1) Construct your angle The Sine is the Y (vertical) value of the intersection of the angle and the circle The Cosine is the X (horizontal) value of the intersection of the angle and the circle The Tangent is the slope the angle: Y/X The Cotangent is the X value of the intersection of the angle and the line Y=1 The Secant is the length of the segment along the angle from the origin to the intersection of the angle and the line X=1 The Cosecant is the length of the segment along the angle from the origin to the intersection of the angle and the line Y=1
If ABCD is a rectangle and angle CBD equals 47 degrees what is the value of x?
The answer will depend on what x is!
What the formula of a parellelogram to find the value of x?
It depends on what x is - an angle, a side, a diagonal, etc
What is cos-1 3?
The cosine function has an absolute value that cannot exceed 1. Therefore the is no angle x such that cos(x) = 3. That is, there is no angle x such that x = cos^-1(3).
If angle B 40 degrees and angle A 2x then what is the value of x?
That will depend on the size of the original angle of and what kind of shape it is which has not been given.
What is the value of x on a isococeles trapezoid?
What is 'isococeles'? Do you mean 'Isosceles'. If so , then you need to specify 'x' , be it an angle or a side length.
How do you know that the value of each angle put into a trigonometric function results in exactly one output value?
The value of each angle put into a trigonometric function results in exactly one output value, because that angle represents a single set of x and y coordinates on the ray at the end of the unit circle. Since the trigonometric functions are all defined as the ratio of x and/or y and/or 1, there can only be one output value for each angle. However, the reverse is not true. As an example, tangent is defined as sine over cosine, or y over x. This means that an angle of theta plus 180 degrees generates the same value, because y over x is the same as -y over -x.
A side of a triangle below has been extended to form an exterior angle of 133 degrees. Find the value of x?
To find the value of x in this scenario, we need to understand that the exterior angle of a triangle is equal to the sum of the two remote interior angles. In this case, the exterior angle of 133 degrees is equal to the sum of x and the adjacent interior angle. Therefore, we can set up the equation as 133 = x + (x + 37) since the other interior angle is 37 degrees (180 degrees - x = 37 degrees). By solving for x, we find that x = 48 degrees.
