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Question
"5. Sand T are pounts on sides pe and\nQRof JPQR such that \\( \\angle P = \\angle R T S \\). How\nthat sRPQ - DRTS"
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Similar Questions
Q1
S and T are points on sides PR and QR of trianglePQR such that angleP=angleRTS. Show that
triangleRPQ similiar to angleRTS.
View Solution
Q2
Question 5
S and T are point on sides PR and QR of
Δ
P
Q
R
such that
∠
P
=
∠
R
T
S
. Show that
Δ
R
P
Q
∼
Δ
R
T
S
.
View Solution
Q3
If
E
is a point on side
Q
R
of
Δ
P
Q
R
such that
P
E
bisects
∠
Q
P
R
, then :
View Solution
Q4
Given that
E
and
F
are events such that
P
(
E
)
=
0.6
,
P
(
F
)
=
0.3
and
P
(
E
∩
F
)
=
0.2
,
find
P
(
E
|
F
)
and
P
(
F
|
E
)
View Solution
Q5
If E and F are events such that
P
(
E
)
=
1
4
,
P
(
F
)
=
1
2
and
P
(
E
∩
F
)
=
1
8
find
P
(
E
′
∩
F
′
)
View Solution