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Question 1
A point P moves such that its distances from tow given points A and B are equal. Then what is the locus of the point P?
Question 2
In ∆ABC, 
ABC=70 º, 
BCA=40o, O is the point of intersection of the perpendicular bisectors of the sides, then the angle 
BOC is
ABC=70 º, BCA=40o, O is the point of intersection of the perpendicular bisectors of the sides, then the angle BOC isQuestion 3
in ∆ABC, D, E, F are mid-points of AB, BC, CA respectively and â B = 90 °, AB = 6 cm, BC =8 cm. Then area of ∆DEF (in sq. cm) is
Question 4
Two circles touch each other externally at a point P and a direct common tangent touches the circles at the points Q and R respectively. Then 
QPR is
QPR is Question 5
In ∆ABC, 
A is a right angle and AD is perpendicular to BC. If AD = 4 cm, BC = 12 cm, then the value of
(cot B + cot C) is
A is a right angle and AD is perpendicular to BC. If AD = 4 cm, BC = 12 cm, then the value of (cot B + cot C) is
Question 6
Circumcentre of ∆ABC is O. If 
BAC = 85o, 
BCA = 80o, then 
OAC is
BAC = 85o, BCA = 80o, then OAC isQuestion 7
If a circle with radius of 10 cm has two parallel chords 16 cm and 12 cm and they are on the same side of the centre of the circle, then the distance between the two parallel chords is
Question 8
In ΔABC, DE || AC. D and E are two Points on AB and CB respectively, If AB = 10 cm and AD = 4 cm. then BE:CE is
Question 9
The sum of three altitudes of a triangle is
Question 10
The straight line 4x+ 3y = 12 passes through:
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Apr 21CDS & Defence
