Question

give four rational number equivalent to 6/9​

Answer 1

QUESTION:

give four rational number equivalent to $\frac{6}{9}$

SOLUTION:

$~~~~~~$➺ $\frac{6}{9} \times 2$ = ${\bf{\frac{12}{18}}}$

$~~~~~~$➺ $\frac{6}{9} \times 3$ = ${\bf{\frac{18}{27}}}$

$~~~~~~$➺ $\frac{6}{9} \times 4$ = ${\bf{\frac{24}{36}}}$

$~~~~~~$➺ $\frac{6}{9} \times 5$ = ${\bf{\frac{30}{45}}}$

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${\bf{What \: are \: Rational \: Numbers?}}$

$\implies$ A rational number is any number that can be expressed in the form ${\bf{\frac{p}{q}}}$, where p and q are integers and ${\bf{q ≠ 0}}</p><p>$.━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━${\bf{Equivalent \: Rational \: Numbers:}}$

$\implies$ Numbers which have equal values are called Equivalent Rational Numbers.

━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━${\bf{How \: to \: Obtain \: them:}}$

$\implies$ Rational numbers equivalent to a giveb rational number can be obtained by multiplying or dividing, as need be, by the same non-zero number.

$\implies$ Equivalent rational numbers with positive denominators can be obtained from rational number with negative denominators by multiplying both it's numerator and denominator by 1.

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Answer 2

1.) 6/9= 12/18

2.) 6/9×3 = 18/27

3.) 6/9 ×4 = 24/36

4.) 6/9 × 530/40.

Hope it will help you