
The area of the square is \[36c{m^2}\]. How long is each side?
A.4cm
B.6cm
C.8cm
D.3cm
Answer
555k+ views
Hint: Given the area of a square is \[36c{m^2}\]. Now using the formula for finding the area of a square we can find the length of the side of that square. By taking the square root of the area we will get the length of the square.
Formula used:
Area of a square= \[{(side)^2}\]
Complete step-by-step answer:
Given the area of the square is \[36c{m^2}\].
Now let the length of the side be x.
Putting the values we get,
\[ \Rightarrow 36 = {\left( x \right)^2}\]
Taking the square root on both sides,
\[ \Rightarrow 6 = x\]
The length of the side of the square is 6cm.
Thus the correct option is B.
Note: When we find the area of a square we multiply the side of a square with its side. Or simply we take a square of the length of the side. Area can be defined as the space occupied by the shape.
Formula used:
Area of a square= \[{(side)^2}\]
Complete step-by-step answer:
Given the area of the square is \[36c{m^2}\].
Now let the length of the side be x.
Putting the values we get,
\[ \Rightarrow 36 = {\left( x \right)^2}\]
Taking the square root on both sides,
\[ \Rightarrow 6 = x\]
The length of the side of the square is 6cm.
Thus the correct option is B.
Note: When we find the area of a square we multiply the side of a square with its side. Or simply we take a square of the length of the side. Area can be defined as the space occupied by the shape.
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