Question
How many persons sit to the left of
T? Answer the questions based on the information given below: Certain number of persons sits in a straight row facing north. E doesn’t sit adjacent to O. Five persons sit between L and W. Z sits exactly between L and W. Five persons sit between Z and E. O sits fourth to the right of L. W sits second from one of the extreme ends. Two persons sit between E and T. Number of persons to the right of T is two more than those to the left of L. S sits third to the right of J, who sits exactly in the middle of the row.Solution
Five persons sit between L and W. Z sits exactly between L and W. Five persons sit between Z and E. O sits fourth to the right of L. W sits second from one of the extreme ends. E doesn’t sit adjacent to O. There will be two cases: If W sits second for the left end, then L will sit sixth to the right of W. Z will sit either third to the right of W or third to the left of L. E will sit sixth to the right of Z. This case will get discarded as E doesn’t sit adjacent to O. _____ W ____  _____ Z _____ _____ L _____ ______ E O                                    Case 1. If W sits second for the right end, then L will sit sixth to the left of W. Z will sit either left to the right of W or third to the right of L. E will sit sixth to the left of Z. E ______  ______ L _____  _____ Z O _____ W _____                                     Case 2.  Two persons sit between E and T. Number of persons to the right of T is two more than those to the left of L. S sits third to the right of J, who sits exactly in the middle of the row. T sits third to the left of E. We know that 13 persons are sitting to the right of T. So, number of person sitting to the left of L = 13 – 2 = 11. Now, total number of persons in a row is 19 and J sits exactly in the middle of the row. Sp, J will either tenth to the right or left end of the row. ______  ______  ______  ______  ______ T ______  ______ E J  ______ L S  _____ Z O _____ W _____                                     Case 2. Final arrangement a shown below: _____  ____   _____  ______   _____  T ____   _____ E J ____ L S _____ Z O ____ W ____
The circumference of a circle is 88 cm and the length of the rectangle is 4 times the radius of the circle. Find the area (in cm2) of the rec...
The ratio of the length of a rectangle, breadth of the rectangle and the diameter of a circle is 11:10:7. If the area of the circle is 616 cm2
The Volumes of the two spheres are in the ratio 64:125. Their surface area will be in the ratio.
The volume of cone is 1900.8 cm3. If its height is 1.4 cm then find the radius of the cone.
Find the area of the largest circle that can be drawn in a square of side 28 cm.
The breadth of a rectangular hall is 8/25 of its length. If the area of the floor is 200 sq. m., then the difference between the length and breadth of t...
The breadth of a rectangle is increased by 10 cm, it will become twice the length of the rectangle. If the new perimeter is 360 cm, then find the origin...
A hemisphere of radius 14 cm is placed on a flat surface with its curved side touching the surface. A cylinder with the same radius and height of 14 cm ...
A cone and a cylinder have the same radius and height. If the volume of the cone is 100 cm³, what is the volume of the cylinder?
A hollow cylinder is made up of steel. the difference in its outer and inner curved surface area is 132cm2.Height of cylinder is 21 cm and su...