$△ A B C$ is reflected to $△ A^{'} B^{'} C^{'}$ about the $Y -$ axis. Which of the followings is incorrect?

A^{'} (3, 3)

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B^{'} (1, 3)

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C^{'} (2, 3)

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Solution

The correct option is C $C^{'} (2, 3)$
We can see the reflected image of $△ A B C$ i.e. $△ A^{'} B^{'} C^{'}$ .
Point $A (- 3, 3)$ is reflected to $A^{'} (3, 3)$
Point $B (- 1, 3)$ is reflected to $B^{'} (1, 3)$
Point $C (- 2, 2)$ is reflected to $C^{'} (2, 2)$ .

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△ABC is reflected to △A′B′C′ about the Y− axis. Which of the followings is incorrect?

The correct option is C C′(2,3)We can see the reflected image of △ABC i.e. △A′B′C′. Point A(−3,3) is reflected to A′(3,3) Point B(−1,3) is reflected to B′(1,3) Point C(−2,2) is reflected to C′(2,2).

$△ A B C$ is reflected to $△ A^{'} B^{'} C^{'}$ about the $Y -$ axis. Which of the followings is incorrect?

The correct option is C $C^{'} (2, 3)$
We can see the reflected image of $△ A B C$ i.e. $△ A^{'} B^{'} C^{'}$ .
Point $A (- 3, 3)$ is reflected to $A^{'} (3, 3)$
Point $B (- 1, 3)$ is reflected to $B^{'} (1, 3)$
Point $C (- 2, 2)$ is reflected to $C^{'} (2, 2)$ .