136 .
Six products – Ariel, Vivel, Rin, Nirma, Gillette Gel and Pepsodent – are to be placed in six display windows’ of a shop numbered 1- 6 from left to right of a shopper standing outside the shop. As per the company requirements, Rin and Ariel should be displayed next to each other, but Ariel should be at least three windows away from Nirma. Pepsodent is preferred to be kept between Gillette Gel and Rin but away from Vivel at least by two windows. Vivel cannot be displayed next to Rin for the reasons of mixed-product identity. Also Vivel cannot be displayed in window 1
If the positions of Rin and Ariel are interchanged, which item will be displayed in window 5?
A. Rin
B. Ariel
C. Vivel
D.None of these
View AnswerAns: Rin
137 .
Six products – Ariel, Vivel, Rin, Nirma, Gillette Gel and Pepsodent – are to be placed in six display windows’ of a shop numbered 1- 6 from left to right of a shopper standing outside the shop. As per the company requirements, Rin and Ariel should be displayed next to each other, but Ariel should be at least three windows away from Nirma. Pepsodent is preferred to be kept between Gillette Gel and Rin but away from Vivel at least by two windows. Vivel cannot be displayed next to Rin for the reasons of mixed-product identity. Also Vivel cannot be displayed in window 1
Which of the following products except Rin will be displayed left of Ariel but right of Gillette Gel?
A.Pepsodent
B. Vive
C. Rin
D.Nirma
View AnswerAns: Pepsodent
138 .
A square is inscribed in a circle which is inscribed in an equilateral triangle. If one side of the triangle is "a" find the area of the square.
A.a^2/3
B. a^2/6
C. 3a^2/8
D.4a^2/12
View AnswerAns: a^2/6
139 .
A cylinder is circumscribed about a hemisphere and a cone is inscribed in the cylinder so as to have its vertex at the centre of one end, and the other end as its base. The volume of the cylinder, hemisphere and the cone are, respectively in the ratio :
A. 2 : 3 : 2
B. 3 : 2 : 1
C. 3 : 1 : 2
D. 1 : 2 : 3
View AnswerAns: 3 : 2 : 1
140 .
A right circular cone of height h is cut by a plane parallel to the base and at a distance h/3 from the base, then the volumes of the resulting cone and frustum are in the ratio