In the given figure, PT touches the circle with centre O at point R. D

1.	In the given figure, PT touches the circle with centre O at point R. Diameter SQ is produced to meet the tangent TR at P. Given ∠SPR = xo and ∠QRP = yo prove that: (i) ∠ORS = yo (ii) write an expression connecting x and y.
Answer» In the given figure, PT touches the circle with centre O at point R. Diameter SQ is produced to meet the tangent TR at P. Given $∠ S P R = x^{o}$ and $∠ Q R P = y^{o}$ prove that: (i) $∠ O R S = y^{o}$ (ii) write an expression connecting x and y.

In the given figure, PT touches the circle with centre O at point R. Diameter SQ is produced to meet the tangent TR at P. Given ∠SPR = xo and ∠QRP = yo prove that: (i) ∠ORS = yo (ii) write an expression connecting x and y.

Answer»

In the given figure, PT touches the circle with centre O at point R. Diameter SQ is produced to meet the tangent TR at P.

Given $∠ S P R = x^{o}$ and $∠ Q R P = y^{o}$

prove that:

(i) $∠ O R S = y^{o}$

(ii) write an expression connecting x and y.

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In the given figure, PT touches the circle with centre O at point R. Diameter SQ is produced to meet the tangent TR at P. Given ∠SPR = xo and ∠QRP = yo prove that: (i) ∠ORS = yo (ii) write an expression connecting x and y.

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