Math, asked by rajshreeabarthe13, 10 months ago

In the figure, two
concentric circles
are given and line
AB is tangent to the
smaller circle at T.
Show that T is the
midpoint of seg AB​

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Answers

Answered by nikita6010
1

Answer:

HOLA✌✌

IN THE CONCENTRIC CIRCLE

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE WE KNOW PERPENDICULAR DRAWN FROM CENTER TO CHORD IT BISECTS THE CHORD

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE WE KNOW PERPENDICULAR DRAWN FROM CENTER TO CHORD IT BISECTS THE CHORD THEREFORE,

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE WE KNOW PERPENDICULAR DRAWN FROM CENTER TO CHORD IT BISECTS THE CHORD THEREFORE, AT = TB

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE WE KNOW PERPENDICULAR DRAWN FROM CENTER TO CHORD IT BISECTS THE CHORD THEREFORE, AT = TB .. THEREFORE,

IN THE CONCENTRIC CIRCLE DRAW SEG OT ..AB IS CHORD FOR BEGGIR CIRCLE WE KNOW PERPENDICULAR DRAWN FROM CENTER TO CHORD IT BISECTS THE CHORD THEREFORE, AT = TB .. THEREFORE, T IS THE MIDPOINT OF SEG AB

PLZ MARK IT AS BRAINLIST

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