There are four containers that are arranged in the ascending order of their heights. If the height of the smallest container given in the figure is expressed as $\frac{7}{25} x = 10.5$ cm. Find the height of the largest container.

37.5

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42.5

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30.5

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45.5

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Solution

The correct option is C $37.5$ cm
$\Rightarrow$ We can see $x$ is height of largest container.

$\Rightarrow$ $\frac{7}{25} x = 10.5$

$\Rightarrow$ $7 x = 262.5$

$∴$ $x = \frac{262.5}{7} = 37.5 c m$

$∴$ Height of the largest container is $37.5 c m$ .

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There are four containers that are arranged in the ascending order of their heights. If the height of the smallest container given in the figure is expressed as 725x=10.5cm. Find the height of the largest container.

The correct option is C 37.5cm⇒ We can see x is height of largest container.⇒ 725x=10.5⇒ 7x=262.5∴ x=262.57=37.5cm∴ Height of the largest container is 37.5cm.

There are four containers that are arranged in the ascending order of their heights. If the height of the smallest container given in the figure is expressed as $\frac{7}{25} x = 10.5$ cm. Find the height of the largest container.

The correct option is C $37.5$ cm
$\Rightarrow$ We can see $x$ is height of largest container.

$\Rightarrow$ $\frac{7}{25} x = 10.5$

$\Rightarrow$ $7 x = 262.5$

$∴$ $x = \frac{262.5}{7} = 37.5 c m$

$∴$ Height of the largest container is $37.5 c m$ .