English-2
Grade-1
Easy
Question
Which of the following objects is black in color?
Hint:
Rice, roots, sand, salt, rice cakes, snow, chalk, milk, eggs, clouds, flour noodles all objects are white in color.
The correct answer is: ![](data:image/png;base64,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)
Color is a way that we describe an object on the way that it reflects or emits light. Look at the picture. What color do you see: there is two things, one is white color airplane and another one is black color hair. Ink, hair, eyes, gorillas, jet etc all objects are black in color. So, the following object is hair black in color.
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English-2
Which of the following words has U sound?
Which of the following words has U sound?
English-2Grade-1
English-2
Which of the following words has U sound?
Which of the following words has U sound?
English-2Grade-1
English-2
Which of the following words has U sound?
Which of the following words has U sound?
English-2Grade-1
English-2
Which of the following words has U sound?
Which of the following words has U sound?
English-2Grade-1