Question

drag the tiles to the correct boxes to complete the pairs. not all tiles will be used.

match each perfect square to its square root.

\\(\sqrt{196}\\) <--->
\\(\sqrt{400}\\) <--->
\\(\sqrt{324}\\) <--->
\\(\sqrt{225}\\) <--->

tiles:
15 16 20 14 13 17 19 18

Explanation:

⚡ Using what you learned: Roots and Radicals

Step 1: Evaluate \(\sqrt{196}\)

$$ 14 \times 14 = 196 \implies \sqrt{196} = 14 $$

Step 2: Evaluate \(\sqrt{400}\)

$$ 20 \times 20 = 400 \implies \sqrt{400} = 20 $$

Step 3: Evaluate \(\sqrt{324}\)

$$ 18 \times 18 = 324 \implies \sqrt{324} = 18 $$

Step 4: Evaluate \(\sqrt{225}\)

$$ 15 \times 15 = 225 \implies \sqrt{225} = 15 $$

Answer:

• \(\sqrt{196} \longleftrightarrow 14\)
• \(\sqrt{400} \longleftrightarrow 20\)
• \(\sqrt{324} \longleftrightarrow 18\)
• \(\sqrt{225} \longleftrightarrow 15\)