English-2
Grade-1
Easy
Question
Which of the following objects is Black in color?
Hint:
Beets, red cabbage, radish, red chili paper, tomatoes, apples, cherries, strawberries all are red 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 colors do you see: there is two things, one is elephant black in color, another one is fruits red in color. Black panther, elephant, black wolf, black deer, all are black in color. So, the following black in color is 'Elephant'.
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