250 adults and 300 children went to a zoo. The admission ticket for each adult was ₹ 12 and the admission ticket for each child was ₹ 9. What is the total amount collected by the zoo? A₹ 4700B₹ 5700C₹ 6700D₹ 7700
Atul made a cuboid of plasticine. Length, breadth and height of the cuboid are 25 cm, 25 cm and 50 cm. How many minimum such cuboids he needs to make a perfect cube? A 4 B 20 C 12 D 25
A number is multiplied by times itself and then 61 is subtracted from the product obtained. If the final result is 9200, then the number is _________. A 36 B 63 C 67 D 37
How many symbol and numbers are there in the sequence which are either immediately preceded or immediately followed by the letter which is from the first half of the English alphabet? 2 P J @ 8 $ L B I V # Q 6 δ G W 9 K C D 3 © • £ 5 F R 7 A Y 4 A 6 B 7 C 8 D 9
Area of the shaded portion is ______. A 100 cm2 B 110 cm2 C 120 cm2 D 125 cm2
There is a certain relationship between figures P and Q. Establish a similar relationship between figures R and S by selecting a suitable figure from the options which will replace (?) in figure S. A B C D
In the given figure, AD is the bisector of ∠A and AB = AC. Then ΔACD and ΔABD are congruent by which criterion ? A AAA B SAS C SSA D Both (B) and (C)
In the given figure, ΔABC and ΔPBC are two isosceles triangles on the same base BC and vertices A and P are on the same side of BC. A and P are joined, then A B C D ∠BAP = 2∠BAC
There are three places A, B, C in a straight line as shown below. If distance between place A and B is (2.4 × 106) m and distance between B and C is (5.2 × 105) m, then find the distance between place A and C in standard form. A (292 × 106) km B (2.92 × 106) m C (292 × 105) m D (2.92 × 104) m