- In the given figure AB is a chord of circle with centre o such that AB =16 cm and radius of circle = 10 cm tangents at a and b intersect each other at p find the length of pa
Answers!
here two things must be known.
first that OP is perpendicular to AB (since a line through centre bisects the chord perpendicularly.)
second radius is perpendicular to tangent .
thus OA is perpendicular to AP.
cos (OAL)=AL/OA=8/10=4/5
we know that cos(37)=4/5
thus angle OAL=37
therefore angle LAP = 90-37=63 degrees
cos(LAP)=AL/AP
>3/5=8/AP
>AP=40/3 this will be helpful 4 u
Comment
In the given figure AB is a chord of circle with centre o such that AB =16 cm and radius of circle = 10 cm tangents at a and b intersect each other at p find the length of pa
Answer the question...
here two things must be known.
first that OP is perpendicular to AB (since a line through centre bisects the chord perpendicularly.)
second radius is perpendicular to tangent .
thus OA is perpendicular to AP.
cos (OAL)=AL/OA=8/10=4/5
we know that cos(37)=4/5
thus angle OAL=37
therefore angle LAP = 90-37=63 degrees
cos(LAP)=AL/AP
>3/5=8/AP
>AP=40/3 this will be helpful 4 u
Comment
In the given figure AB is a chord of circle with centre o such that AB =16 cm and radius of circle = 10 cm tangents at a and b intersect each other at p find the length of pa