Math, asked by vashishthishita6, 29 days ago

three equivalent ratios of 75:12

Answers

Answered by Anonymous
1

Answer:

25/4, 50/8, 100/16

Step-by-step explanation:

hope this helps you

Answered by mahakulkarpooja615
0

Answer:

The three equivalent ratios of \frac{75}{12} are \frac{25}{4} ,\frac{150}{24}, \frac{225}{36}.

Step-by-step explanation:

Given : The given fraction is \frac{75}{12}.

To find : Three equivalent ratios.

Solution :

  • It is given that the given fraction is \frac{75}{12}.
  • We have to find the three equivalent ratios of given fractional number.
  • Equivalent fraction are the fraction that has different numerator and denominator but their values are same.
  • To find the equivalent fraction of given number, we have to multiply or divide both numerator and denominator by same number.
  • So, the first equivalent fraction is,

       \frac{75}{12} = \frac{\frac{75}{3} }{\frac{12}{3} }       (∵ Dividing by 3)

           =\frac{25}{4}

  • Second equivalent fraction is,

       \frac{75}{12} =\frac{75*2}{12*2}      ( ∵ Multiplying by 2)

           =\frac{150}{44}

  • Third equivalent fraction is,

       \frac{75}{12} = \frac{75*3}{12*3}       (∵ Multiplying by 3)

           =\frac{225}{36}

  • ∴ The three equivalent ratios of \frac{75}{12} are \frac{25}{4} ,\frac{150}{24}, \frac{225}{36}.
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