If × = 100, ÷ 2 = and + + + + = 100 ÷ , then find the value of . A25 B10 C5 D4
In a school, there are 40 students in which boys and girls are in the ratio 3 : 1. The mean age of the boys is 20 years and the mean age of the girls is 18 years. If there is increase in girls by 5 and decrease in boys by 10, then find the new average age (approx.) when the students joining or leaving doesn't change the average age of boys and girls respectively. A 15 years B 19 years C 16 years D Can't say
Find the difference between the greatest and the smallest 8-digit numbers formed by using the digits 7, 4, 2, 8, 6, 1, 5, 0 (using each digit only once). A77408532 B7470838 C6434534 D57408532
If and then A B C D
If + + + + = 35 and = + , then find the value of + . A10 B18 C20 D15
Find the value of [(a - b)2 (a + b)2 (a + b)] ÷ (a2 + 2ab + b2) (a2 - 2ab + b2), when a = -1 and b = 2. A1 B0 C10 D8
If O is centre of circle as shown in figure, ∠SOP = 102° and ∠ROP = ∠SOU = 72°, then find ∠OSU and ∠RTU respectively. A54°, 93° B45°, 110° C54°, 96° D45°, 94°
If then find the value of x and correct representation on the number line. A B C D
In the given figure (not drawn to scale), ABCD is a trapezium with AB parallel to DC, ADE is an isosceles triangle with AD = AE. Find ∠AEB and ∠EAB respectively. A105°; 34° B105°; 41° C41°; 105° D105°; 54°
Kunal cut a wire and bent it to form 6 similar rectangles. The breadth of each rectangle is 4 cm less than the half of its length. If the breadth of a rectangle is 18 cm, then what is the original length of the wire? A656 cm B744 cm C696 cm D764 cm