Question

what are fractions in math? explain it's type​

Answer 1

$\huge\bold{\underline{\sf{\blue{Fractions:-}}}}$

• A part of a whole is a Fraction.

$\large \bold{\underline{\sf{\pink{The \:General\:form \:of\: a \:Fraction:-}}}}$

• Fraction = numerator/denominator

$\large\bold{\underline{\sf{\orange{Types \:of \:Fraction:-}}}}$

$\small\bold{\underline{\sf{\pink{Proper\:Fraction}}}}$

• When numerator is less than the denominator.

$\small\bold{\underline{\sf{\green{Improper\:Fraction}}}}$

• When numerator is more than the denominator.

$\small\bold{\underline{\sf{\blue{Mixed\:Fraction}}}}$

• The improper fraction can be written in the mixed form as it is the mixture of whole number and a fraction

$\small\bold{\underline{\sf{\purple{Like\:Fraction}}}}$

• The fractions with the same denominator are like fractions.

$\small\bold{\underline{\sf{\pink{Unlike\:Fraction}}}}$

• The fractions with different denominators are unlike fractions.

$\small\bold{\underline{\sf{\red{Equivalent\:Fraction}}}}$

• The fractions proportional to each other are called equivalent fractions.

Answer 2

$\huge\star\:\:{\orange{\underline{\pink{\mathbf{Answer}}}}}</p><p>$

$\huge\bold{\underline{\blue{Fractions:-}}}</p><p>$

A part of a whole is a Fraction.

$\large \bold{\underline{\sf{\red{The \:General\:form \:of\: a \:Fraction:-}}}} </p><p>$

Fraction = numerator/denominator

$\large\bold{\underline{\rm{\orange{Types \:of \:Fraction:-}}}} </p><p>$

$\small\bold{\underline{\rm{\pink{Proper\:Fraction}}}}$

When numerator is less than the denominator.

$\small\bold{\underline{\green{Improper\:Fraction}}}</p><p>$

When numerator is more than the denominator.

$\small\bold{\underline {\rm{\blue{Mixed\:Fraction}}}} </p><p>$

The improper fraction can be written in the mixed form as it is the mixture of whole number and a fraction

$\small\bold{\underline{\purple{Like\:Fraction}}}</p><p>$

The fractions with the same denominator are like fractions.

$\small\bold{\underline{\pink{Unlike\:Fraction}}}$

The fractions with different denominators are unlike fractions.

$\small\bold{\underline{\red{Equivalent\:Fraction}}}$

The fractions proportional to each other are called equivalent fractions.

$\huge\underline\bold\orange{Thanks}$