The Measure of AXB is 234. what is the measure of ABC in tangent chord angle

Answers

Answer 1
Answer:

The measure of angle ABC tangent chord angle is 117°.

What is Tangent of a Circle?

Tangent of a circle is defined as the line that passes through exactly one point on the circle.

Chord is the line segment that has it's two end points on the circle.

A chord AB is drawn.

AXB is one of the arc which measures 234°.

We have to find the angle that a tangent through B makes with chord AB.

This measure will be half of the arc measure.

Angle ABC = 234° / 2 = 117°

Hence the measure of the angle ABC is 117°.

Learn more about Tangent Chord Angles here :

brainly.com/question/29132881

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Answer 2
Answer: The answer is 117° Come add me as a friend!!!!!!!!!!!!!!!

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Answers

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How do you use an exponent to represent a number such as 16

Answers

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Find the perimeter of an isosceles trianglewhose base is  40  cm and whose base angle is  70".

Answers

cos70^o=(20)/(x)\n\ncos70^o\approx0.342\n\n(20)/(x)=0.342\n\n0.342x=20\ \ \ \ /:0.342\n\nx\approx58.5\ (cm)\n\nPerimeter:40cm+2\cdot58.5cm=157cm
cos70^0= (20)/(x)\n\nx= (20)/(cos70^0) \n\nthe\ perimeter\ is:\n\n P=2x+40=(40)/(cos70^0)+40 \ \ \ and\ \ \ cos70^0\approx0.3420\n\nP\approx(40)/(0.342)+40\approx156.96\ [cm]

A=bh (isolate h) what is the Area Premitmetrr and height

Answers

Answer:

h = A / b

Step-by-step explanation:

A represents the area of the rectangle or parallelogram.

b represents the length of one of the sides (base) of the rectangle or parallelogram.

h represents the height, which is the perpendicular distance between the base and the opposite side.

So, if you know the values of A (area) and b (base), you can use this formula to calculate the height (h).

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Answers