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The figure shows secants LH and and tangent J intersecting at point L. AHIL is a right triangle. Find m/HLJ, which is
the value for x, and m I, which is the value for y.
A. x = 274
y = 86
B. x = 137
y = 43
C. x = 47
y = 86
D. x = 317
y = 43

The figure shows secants LH and and tangent J intersecting at point L AHIL is a right triangle Find mHLJ which is the value for x and m I which is the value for class=

Respuesta :

abidemiokin

The values of x and y from the given diagram are 47 ad 86 degrees respectively

Circle theorem

From the given circle, the triangle HJL is a right triangle.

Determine the value of y

43 = 1/2 <y

<y = 43 * 2

<y = 86 degrees

Since the sum of angle on a straight line is 180 degrees, such that;

x+90+43 = 180

x + 133 = 180

x = 47 degrees

Hence the values of x and y from the given diagram are 47 ad 86 degrees respectively

Learn more on circle theorem here: https://brainly.com/question/26594685

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