Determine if the following ratios form a proportion. Also, write the middle terms and extreme terms where the ratios form a proportion.
$2 k g : 80 k g a n d 25 g : 625 g$

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Solution

As we have
$2 k g : 80 k g a n d 25 g : 625 g$
On taking the ratio of given sets we get
So, $\frac{2 k g}{80 k g} = \frac{1}{40}$
Also $\frac{25 g}{625 g} = \frac{1}{25}$
No, the given set of numbers are not in a proportion because $2 k g : 80 k g \neq 25 g : 625 g$

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Determine if the following ratios form a proportion. Also, write the middle terms and extreme terms where the ratios form a proportion:

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Determine if the following ratios form a proportion. Also, write the middle terms and extreme terms where the ratios form a proportion.2kg:80kgand25g:625g

As we have 2kg:80kgand25g:625gOn taking the ratio of given sets we getSo, 2kg80kg=140Also 25g625g=125No, the given set of numbers are not in a proportion because 2kg:80kg≠25g:625g

Determine if the following ratios form a proportion. Also, write the middle terms and extreme terms where the ratios form a proportion.
$2 k g : 80 k g a n d 25 g : 625 g$

As we have
$2 k g : 80 k g a n d 25 g : 625 g$
On taking the ratio of given sets we get
So, $\frac{2 k g}{80 k g} = \frac{1}{40}$
Also $\frac{25 g}{625 g} = \frac{1}{25}$
No, the given set of numbers are not in a proportion because $2 k g : 80 k g \neq 25 g : 625 g$