From the four corners of a rectangular sheet of dimensions 25 cm x 20 cm, square of side 2 cm is cut off from four corners and a box is made. The volume of the box is 25 से.मी. x 20 से.मी. वमा Options: 1) 828 cm3 2) 672 cm3 3) 500 cm3 4) 1000 cm3
The radius of a cylindrical milk container is half its height and surface area of the inner part is 616 sq.cm. The amount of milk that the container can hold, approximately, is [ Use : √5 = 2.23 and π = 22/7 ] Options: 1) 1.42 litres 2) 1.53 litres 3) 1.71 litres 4) 1.82 litres
Vinay does not play cricket, and .........does Yeshwant.
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He plays cricket and tennis ALSO.
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Two equal circles intersect so that their centres, and the points at which they intersect form a square of side 1 cm. The area (in sq.cm) of the portion that is common to the circles is
PQRA is a rectangle, AP = 22 cm, PQ = 8 cm. ΔABC is a triangle whose vertices lie on the sides of PQRA such that BQ = 2 cm and QC = 16 cm .Then the length of the line joining the mid points of the sides AB and BC is Options: 1) 4√2 cm 2) 5 cm 3) 6 cm 4) 10 cm
Garibi hatao 5th ka ya 6th five years plan ka h?
# ________ , no one could answer the question.
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Idiom:- Under a cloud
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Go through his TL and read all GK questions , you will get atleast +5 marks in GK 👍 @nileshkvvpnd good job. Thanks for posting 👍
12:54::15:? answer is 69 but how ?
ΔABC is an isosceles right angled triangle having ∠C = 90°. If D is any point on AB, then AD2+ BD2 is equal to Options: 1) CD2 2) 2CD2 3) 3CD2 4) 4CD2
If x = cosecθ - sinθ and y = secθ - cosθ, then the relation between x and y is Options: 1) x2+ y2+ 3 =1 2) x2y 2 (x2+ y2+3)=1 3)x2 (x2+ y2 - 5)=1 4) ) y2 (x2+ y2 - 5)=1
A hydrogen filled balloon ascending at the rate of 18 kmph was drifted by wind. Its angle of elevation at 10th and 15th minutes were found to be 60° and 45° respectively. The wind speed (in whole numbers) during the last five minutes, approximately, is equal to Options: 1) 7 km/hr 2) 11 km/ hr 3) 26 km/hr. 4) 33 km/hr
The angle of elevation of an aeroplane as observed from a point 30 m above the transparent water-surface of a lake is 30° and the angle of depression of the image of the aeroplane in the water of the lake is 60°. The height of the aeroplane from the water-surface of the lake is Options: 1) 60 m 2) 45 m 3) 50 m 4) 75 m