Three curves i.e. a) $y = x^{3}, b) y = x^{5}, c) y = x^{7}$ are plotted in the following graph. Identify correct relation.

(a)-(1) , (b)-(2), (c)-(3)

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(a)-(3) , (b)-(2), (c)-(1)

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(a)-(2) , (b)-(1), (c)-(3)

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(a)-(2) , (b)-(3), (c)-(1)

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Solution

The correct option is A (a)-(1) , (b)-(2), (c)-(3)
As the value of exponent increases in polynomial $y = x^{n}$ where n is any odd digit then the curve align more towards y-axis.

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Three curves i.e. a) y=x3,b) y=x5,c) y=x7 are plotted in the following graph. Identify correct relation.

The correct option is A (a)-(1) , (b)-(2), (c)-(3)As the value of exponent increases in polynomial y=xn where n is any odd digit then the curve align more towards y-axis.

Three curves i.e. a) $y = x^{3}, b) y = x^{5}, c) y = x^{7}$ are plotted in the following graph. Identify correct relation.

The correct option is A (a)-(1) , (b)-(2), (c)-(3)
As the value of exponent increases in polynomial $y = x^{n}$ where n is any odd digit then the curve align more towards y-axis.