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What is the square root of 225Explain step by step As I am new to this

User EladTal
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1 Answer

3 votes

Solution:

Given:


√(225)
\begin{gathered} Factor\text{ the number;} \\ √(225)=\pm√(15*15)=\pm√(15^2) \\ \\ Applying\text{ the radical rule;} \\ √(a^2)=a,\text{ when }a\ge0 \\ Then, \\ √(15^2)=\pm15 \\ \\ Hence, \\ √(225)=\pm15=15\text{ OR }-15 \end{gathered}

Therefore, the square root of 225 is 15 or -15

User Supratim Haldar
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