The given pie chart shows the activities liked by a group of children. If there are a total of $300$ children, then how many of them like ‘Art and Craft’?

90

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75

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100

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120

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Solution

The correct option is A $90$
Let's take the number of students who chose sports as $‘ x^{'}$ .
So,
$90^{o} = \frac{x}{300} \times 360^{o} x = 90^{o} \times \frac{300}{360^{o}} x = 75$

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The given pie chart shows the activities liked by a group of children. If there are a total of 300 children, then how many of them like ‘Art and Craft’?

The correct option is A 90Let's take the number of students who chose sports as ‘x′. So, 90o = x300×360ox = 90o × 300360ox = 75

The given pie chart shows the activities liked by a group of children. If there are a total of $300$ children, then how many of them like ‘Art and Craft’?

The correct option is A $90$
Let's take the number of students who chose sports as $‘ x^{'}$ .
So,
$90^{o} = \frac{x}{300} \times 360^{o} x = 90^{o} \times \frac{300}{360^{o}} x = 75$