Question 1 :
Which of the following numbers do not appear when we roll a dice ?

Question 4 :
Rani, Geetha and Naseema live near each other. The distance from their house to the road is 90 feet. They decided to tile the path to road. They all bought tiles of different designs and length. Rani bought the shortest tile,Geetha bought the middle sized one and Naseema bought the longest one. If they could tile the path without cutting any of the tiles what are the possible sizes of the tiles each may has bought?

Question 5 :
The hungry cat is trying to catch Kunjan the mouse. Kunjan is now on the 14th step and it can jump 2 steps at a time. The cat is on the third step. She can jump 3 steps at a time. If the mouse reaches 28 it can hide in the hole. The steps on which both the cat and the mouse will jump are-

Question 6 :
There are 24 bangles on the rod. Meena is trying to group them. She can put them in groups such that no bangle is left. In how many ways she can make such groups?

Question 8 :
The hungry cat is trying to catch Kunjan the mouse. Kunjan is now on the 14th step and it can jump 2 steps at a time. The cat is on the third step. She can jump 3 steps at a time. If the mouse reaches 28 it can hide in the hole. The steps on which the cat jumps are-

Question 9 :
Manoj has a new house. He wants to lay tiles on the floor. The size of the room is $9 feet \times 12 feet$. In the market, there are three kinds of square tiles: $1foot \times 1 foot$, $2 feet \times 2 feet$ and $3 feet \times 3 feet$. Which size of tile should he buy for his room, so that he can lay it without cutting?

Question 10 :
The hungry cat is trying to catch Kunjan the mouse. Kunjan is now on the 14th step and it can jump 2 steps at a time. The cat is on the third step. She can jump 3 steps at a time. If the mouse reaches 28 it can hide in the hole. The steps on which the mouse steps are-

Question 13 :
There are 18 bangles on the rod. Meena is trying to group them. She can put them in groups of 1,2, 3, 6, 9 and 18 - without any bangle being left. How many groups will she have if she makes groups of 1 bangle each?