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Standard X
Mathematics
Special Case When X = a = 0
18.A straight...
Question
18.A straight line L with negative slope passes through the point (8,2) and cuts positive coordinate axes at the points P and Q. Find the minimum value of OP +OQ as L varies ,where O is origin
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Q.
A straight line
L
with negative slope passes through the point
(
8
,
2
)
and positive coordinate axes at points
P
and
Q
. The absolute minimum value of
O
P
+
O
Q
as
L
varies, where
O
is the origin is
Q.
A straight line
L
with negative slope, passes through the point
(
12
,
3
)
and cuts the positive coordinate axes at points
P
and
Q
. As
L
varies, the absolute minimum value of
O
P
+
O
Q
is
(
O
is the origin
)
Q.
A straight line
L
with negative slope, passes through the point
(
12
,
3
)
and cuts the positive coordinate axes at points
P
and
Q
. As
L
varies, the absolute minimum value of
O
P
+
O
Q
is
(
O
is the origin
)
Q.
A straight line
L
with negative slope passes through the point
(
8
,
4
)
and cuts the positive co-ordinate axes at points
A
and
B
. The minimum value of
O
A
+
O
B
, as
L
varies, is (Here
O
is the origin)
Q.
A straight line
L
with negative slope passes through the point
(
8
,
4
)
and cuts the positive co-ordinate axes at points
A
and
B
. The minimum value of
O
A
+
O
B
, as
L
varies, is (Here
O
is the origin)
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