In the given figure, tangent PT = 5 cm, PA = 4 cm, find
AB:
Т.
7
B
(A)
cm
4
11
PS
A
(B) - cm
4
o
mit Flai
(C)
cm
4
(D)
Can't be determined
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Step-by-step explanation:
In right angled ΔAMO
(AM)2+(OM)2=r2
AB=5cm→AM=25cm. (M is midpoint if AB)
OM=r2−425
In right angled ΔPTO
(PT)2+(OT)2=(PO)2
62+r2=(PO)2
PO=r2+36
In right angled ΔPMO
(PM)2+(OM)2=(OP)2
(PM)2+r2−425=r2+36
(PM)2=4169
PM=213
PM=PA+AM
PA=PM−AM=213−25=4cm.
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