11) \( \frac{95}{5}= \) \( \begin{array}{ll}\text { 14) } \frac{60}{4}= \\ \text { 17) } \frac{78}{6}= & \text { 12) } \frac{72}{3}= \\ & \text { 15) } \frac{90}{6}= \\ & \text { 18) } \frac{70}{5}=\end{array} \)
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To solve \( \frac{95}{5}= 19 \), you can think of it as how many groups of 5 fit into 95. It turns out that 19 groups fit perfectly! This skill comes in handy, especially when sharing snacks or making equal teams for a game. For \( \frac{60}{4}= 15 \), this means you have 60 candies (yum!) and you want to share them among 4 friends. Each friend gets 15 candies. Utilizing division in everyday life, such as dividing costs or resources, makes math super practical and fun!