А
at
B
(f) In the figure, ABCD is a rectangle and P is a point
on AB.
5 cm
6 cm
С
9 cm
Answers
Answered by
2
Answer:
where is the figure give me figure than I solve your question
Answered by
0
Answer:
Answer:
The length of OC is 5/3 cm
Step-by-step explanation:
Please see the attachment for figure. O is nay point inside a rectangle ABCD such that OB= 6 cm, OA=5 cm OD=8 cm.
TO find: OC=?
In AAPO, Using pythagorean theorem
OA? = AP2 + OP?
In ACSO, Using pythagorean theorem
OC = CS + OS
Add both equation
OA? + OCP =
AP2 + OP2 + CS? + OS?
OA+ OC2 = = OD + OB?
Substitute OB= 6 cm, OA=5 cm OD=8 cm.
HD
62%
...OAP + OC? = AP2 + OP2 +
OAP + OC2 OD? + OB
Substitute OB= 6 cm, OA=5 cm OD=8 cm.
52 + OF? = 62 + 82
25 + OF? = 36 + 64
OC? = 75
OC = 5/3 cm
Hence, The length of OC is 5V3 cm
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