A sits second to the left of G, who sits at one of the corner of the table. H sits either to the immediate right or to the immediate left of A. From the above condition, there are two possibilities. D sits opposite to the one who sits second to the left of C. C sits in the middle of the sides of table. D is neither the immediate neighbor of G nor A E is the immediate neighbor of either of A or F, but not the both. B sits second to the left of F. From the above condition, case1 gets eliminated. Case 2 shows the final arrangement.
A semicircular sheet of metal of diameter 20cm is bent into an open conical cup. the capacity of the cup is. Use π = 22/7 (in cm 3 )
In a sphere if the radius is increased by 25% then by how much percentage volume increased:
Calculate the volume of a sphere whose diameter measures 21 cm. (Take π = 22/7)
The length and breadth of a rectangular field are increased by 25% and 45%, respectively. If the original dimensions of the field are 60 m in length and...
The sum of the perimeters of a square and a rectangle is 132 metres. If the sum of the length and breadth of the rectangle is 34 cm, then find the area ...
The perimeter of 4 squares is 20 cm, 24 cm, 32 cm and 36 cm respectively. What will be the area of the square having perimeter equal to sum of edges of ...
Determine the base length of an isosceles triangle with an area of 288 cm² and an altitude measuring 36 cm.
The area of two similar triangles is 400 cm² and 324 cm², respectively. What is the ratio of their corresponding altitudes?
The ratio of the height of a room and its semi-perimeter is 2:5. The cost of applying 50cm wide paper at the rate of Rs 8/meter on the remaining walls e...
The outer radius of a hollow metallic spherical ball is 12cm while the thickness of the metal used to make it is 8 cm. Find the volume of the metal used...