Two curves i.e.
a) $y = - x^{2}$
b) $y = x^{2}$
are depicted in the following graph, Identify the correct relation.

(a)-(1) , (b)-(2)

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(a)-(2) , (b)-(1)

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None of the above

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Both (A) & (B)

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Solution

The correct option is B
(a)-(2) , (b)-(1)

Graph gets inverted for $y = - x^{n}$ where $n$ is any even digit. The graph of $y = - x^{2}$ will be the mirror image of $y = x^{2}$ about the x-axis.

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Two curves i.e. a) y=−x2 b) y=x2 are depicted in the following graph, Identify the correct relation.

The correct option is B (a)-(2) , (b)-(1) Graph gets inverted for y=−xn where n is any even digit. The graph of y=−x2 will be the mirror image of y=x2 about the x-axis.

Two curves i.e.
a) $y = - x^{2}$
b) $y = x^{2}$
are depicted in the following graph, Identify the correct relation.

The correct option is B
(a)-(2) , (b)-(1)

Graph gets inverted for $y = - x^{n}$ where $n$ is any even digit. The graph of $y = - x^{2}$ will be the mirror image of $y = x^{2}$ about the x-axis.