a chord of a circle is of length 6 cm and it is that a distance of 4 cm then the centre find the radius of the circle
Prince44561:
5 cm is the answer...
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i hope its clear to you..
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Here is your Step by step Solution with Explanation !!!!✌✌
Draw the lines as indicated in the picture.
The line H divides the chord in two halves, hence the piece to the left of the intersection point is of length 3 cm.
The hight of the isosceles triangle is 4 cm as per your text.
Now the small right triangle has sides of 3 and 4 cm, by Pythagoras the hypothenuse, which is the radius of the circle, is 5 cm.
Please mark it brainliest ❤❤
Draw the lines as indicated in the picture.
The line H divides the chord in two halves, hence the piece to the left of the intersection point is of length 3 cm.
The hight of the isosceles triangle is 4 cm as per your text.
Now the small right triangle has sides of 3 and 4 cm, by Pythagoras the hypothenuse, which is the radius of the circle, is 5 cm.
Please mark it brainliest ❤❤
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