Last Updated On [03-11-2023]
Consider the triangle formed by the lines
Column-I
Column- II
(A)
Values of 
if 
lies inside triangle
(p)
(B)
Values of 
if 
lies inside triangle
(q)
(C)
Values of 
if 
lies inside triangle
(r)
No value of 
(D)
Value of 
if 
lies outside triangle
(s)
CODES :
A
B
C
D
a)
P
q
r
s
b)
s
r
q
p
c)
q
r
s
t
d)
p
q
t
s
Consider the triangle formed by the lines
Column-I
Column- II
(A)
Values of if lies inside triangle
(p)
(B)
Values of if lies inside triangle
(q)
(C)
Values of if lies inside triangle
(r)
No value of
(D)
Value of if lies outside triangle
(s)
CODES :
A
B
C
D
a)
P
q
r
s
b)
s
r
q
p
c)
q
r
s
t
d)
p
q
t
s
Question ID - 54548 :-
Consider the triangle formed by the lines
Column-I
Column- II
(A)
Values of if lies inside triangle
(p)
(B)
Values of if lies inside triangle
(q)
(C)
Values of if lies inside triangle
(r)
No value of
(D)
Value of if lies outside triangle
(s)
CODES :
A
B
C
D
a)
P
q
r
s
b)
s
r
q
p
c)
q
r
s
t
d)
p
q
t
s
|
Consider the triangle formed by the lines |
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Column-I |
Column- II |
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|
(A) |
Values of |
(p) |
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(B) |
Values of |
(q) |
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|
(C) |
Values of |
(r) |
No value of |
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|
(D) |
Value of
|
(s) |
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CODES : |
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|
A |
B |
C |
D |
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a) |
P |
q |
r |
s |
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b) |
s |
r |
q |
p |
|
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c) |
q |
r |
s |
t |
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d) |
p |
q |
t |
s |
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(b)
1. .png)
2. Clearly, point 
lies on the 
-axis, which is not intersecting any side of triangle, hence no such 
exists
.png)
Next Question :
|
Column-I |
Column- II |
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|
(A) |
The value |
(p) |
3 |
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|
(B) |
If the sum of the slopes of the lines given by |
(q) |
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|
(C) |
If the gradient of one of the lines |
(r) |
2 |
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|
(D) |
If the lines |
(s) |
4 |
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CODES : |
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|
A |
B |
C |
D |
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a) |
S,r |
p,q |
p,q,r,s |
t |
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b) |
p,q |
r,s |
t |
q |
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c) |
p,q,r,s |
p |
s |
t |
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|
d) |
s |
r |
p,q |
p,q,r,s |
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for which 
is the equation of a pair of straight lines is
is four times their product, then the value of 
is
is twice that of the other, then 
are equally inclined to the lines 
, then the value of 
can beView Topper Answer
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