Соотнеси равные дроби \dfrac{3x^2}{10a^2} \dfrac{2b^2}{5} \dfrac{2b^2}{5a} \dfrac{3x^2}{8} \dfrac{3b}{4} \dfrac{30a^2b}{40a^2} \dfrac{16a^2b^2}{40a^2} \dfrac{12x^2}{40a^2} \dfrac{15a^2x^2}{40a^2} \dfrac{16ab^2}{40a^2}
Задание

Соотнеси равные дроби

\(\dfrac{3x^2}{10a^2}\) \(\dfrac{30a^2b}{40a^2}\)
\(\dfrac{3b}{4}\) \(\dfrac{16ab^2}{40a^2}\)
\(\dfrac{3x^2}{8}\) \(\dfrac{15a^2x^2}{40a^2}\)
\(\dfrac{2b^2}{5a}\) \(\dfrac{12x^2}{40a^2}\)
\(\dfrac{2b^2}{5}\) \(\dfrac{16a^2b^2}{40a^2}\)