Math, asked by sachitourism, 6 months ago

in A POR if XYLOR, PX = 1 cm,
XQ - 3 cm, YR - 4.5 cm and OR = 9 cm, find
(1) PY' and (in).XX. Further, if the area of the APXY is
A cm", find in terms of A. (iii) the area of the triangle
POR (iv) the area of the figure XYRQ. (ICSE)

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Answered by princegauravadarshi

Answer:

in A POR if XYLOR, PX = 1 cm,

XQ - 3 cm, YR - 4.5 cm and OR = 9 cm, find

(1) PY' and (in).XX. Further, if the area of the APXY is

A cm", find in terms of A. (iii) the area of the triangle

POR (iv) the area of the figure XYRQ. in A POR if XYLOR, PX = 1 cm,

XQ - 3 cm, YR - 4.5 cm and OR = 9 cm, find

(1) PY' and (in).XX. Further, if the area of the APXY is

A cm", find in terms of A. (iii) the area of the triangle

POR (iv) the area of the figure XYRQ. in A POR if XYLOR, PX = 1 cm,

XQ - 3 cm, YR - 4.5 cm and OR = 9 cm, find

(1) PY' and (in).XX. Further, if the area of the APXY is

A cm", find in terms of A. (iii) the area of the triangle

POR (iv) the area of the figure XYRQ. in A POR if XYLOR, PX = 1 cm,

XQ - 3 cm, YR - 4.5 cm and OR = 9 cm, find

(1) PY' and (in).XX. Further, if the area of the APXY is

A cm", find in terms of A. (iii) the area of the triangle

POR (iv) the area of the figure XYRQ. (ICSE)

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