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Clock and It's Types

Look at the w...

Question

Look at the words given below and put them under the things that they are made of –

balloon chair table eraser shirt

pencil toys Car trousers knife

scissors cap

Disclaimer: Kindly refer the textbook for the images.

metal wood rubber cloth

_____ _ _ _

_ _ _ _

_ _ _ _____

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Solution

metal wood rubber cloth

Car Table Balloon Shirt

Scissors Toys Eraser Trousers

Pencil

Knife Chair _________ Cap

Suggest Corrections

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Similar questions

Q. Here are some people who help us.

Let’s try matching A with B.

	A	B
1.	A postman	drives a motor vehicle
2.	A cobbler	teaches in a school
3.	A librarian	looks after patients
4.	A driver	writes plays
5.	A dramatist	travels in a space craft
6.	A teacher	makes people laugh
7.	A nurse	mends our shoes
8.	A musician	plays musical instruments
9.	An astronaut	works in a library
10.	A clown	brings our letters

Disclaimer: Kindly refer to the textbook for the images.

Q. Classify the following as a lever, a pulley and an inclined plane :
A wedge, a needle, a staircase, a slide, the wheel of a flagpole, nutcrackers, scissors, an opener, an axe, a crane, a knife.

Q. The animals/birds in Column A have to reach their homes in Column B. Find out where they live.

A	B
A bee	burrow
An ant	web
A duck	nest
A tiger	lives in a den
A rabbit	hive
A spider	pond
A sparrow	ant hill

Disclaimer: Kindly refer the textbook for the images.

Q. L _ _ N TI _ _ R

W _ _ F D _ _ R

J _ C _ _ L O _ _

MO _ _ _ _ B _ _ R

CH _ _ PA _ ZEE

GI _ _ _ _ _

Disclaimer: Kindly refer the textbook for the images.

Let's make the noises that animals make.

Roar like a lion.	Bark like a dog.
Neigh like a horse.	Moo like a cow.
Quack like a duck.	Chirp like a sparrow.
Bleat like a goat.	Chatter like a monkey.
Grunt like a pig.	Hiss like a snake.

Join the dots. Complete the name of the animal.

D _ _ O _ _ U _

Disclaimer: Kindly refer the textbook for the image.

For any two sets A and B, prove that

(i) $(A \cup B) - B = A - B$

(ii) $A - (A \cap B) = A - B$

(iii) $A - (A - B) = A \cap B$

(iv) $A \cup (B - A) = A \cup B$

(v) $(A - B) \cup (A \cap B) = A$

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Clock and It's Types

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