1. The point A(2.1) is translated parallel to the line x-y=3 by a distance of 4...
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1. The point A(2.1) is translated parallel to the line x-y=3 by a distance of 4 units. If the new position A' is in the third quadrant then the coordinates of A'are 1)(2+ 25.1+ 22) -245.1-22) 2)(-2+ v2.-1-2N7) 4)(-2-VE.1+ 2/2) 2. The equation of a line through the point (1.2) whose distance from the point (3.1) has he greatest value is - 2x 2) y -x+ 3) x + 2y =5 4) y = 3x -1 3. If A -(1.V5):B= (0.0):1- I is incentre of AABC, then the coordinate of C is equal to 1)(1.0) 3(2.0) 2)(3.0) 4)(0,2) is any point on a line, then the range of the values oft for which the point P lies between the paralel lines x+ 2y=1 and 2x+4y- 15 is 1) 3) 0<t<4/2 A vertex of an equlateral triangle is (2,3) and opposite side is x+y-2=0, the equations of other sides are 4) none of these 2)(2+ 5)x -y-1+2/5 3)(1= 25)x-y=2+ 5 6. Let a,b.c and d be non-zero numbers. If the point of intersection of the lines 4ax + 2ay +c=0 and Sbx + 2by +d =0 lies in the fourth quadrant and is equidistance from the two axes then 1)2bc- 3ad =0 2) 2bc + 3ad =0 3)-2ad = 0 4) 3bc + 2ad = 0 1. The point A(2.1) is translated parallel to the line x-y=3 by a distance of 4 units. If the new position A' is in the third quadrant then the coordinates of A'are 1)(2+ 25.1+ 22) -245.1-22) 2)(-2+ v2.-1-2N7) 4)(-2-VE.1+ 2/2) 2. The equation of a line through the point (1.2) whose distance from the point (3.1) has he greatest value is - 2x 2) y -x+ 3) x + 2y =5 4) y = 3x -1 3. If A -(1.V5):B= (0.0):1- I is incentre of AABC, then the coordinate of C is equal to 1)(1.0) 3(2.0) 2)(3.0) 4)(0,2) is any point on a line, then the range of the values oft for which the point P lies between the paralel lines x+ 2y=1 and 2x+4y- 15 is 1) 3) 0<t<4/2 A vertex of an equlateral triangle is (2,3) and opposite side is x+y-2=0, the equations of other sides are 4) none of these 2)(2+ 5)x -y-1+2/5 3)(1= 25)x-y=2+ 5 6. Let a,b.c and d be non-zero numbers. If the point of intersection of the lines 4ax + 2ay +c=0 and Sbx + 2by +d =0 lies in the fourth quadrant and is equidistance from the two axes then 1)2bc- 3ad =0 2) 2bc + 3ad =0 3)-2ad = 0 4) 3bc + 2ad = 0
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Related Book For
Modern Portfolio Theory and Investment Analysis
ISBN: 978-1118469941
9th edition
Authors: Edwin Elton, Martin Gruber, Stephen Brown, William Goetzmann
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