If a square has an area of 5, then what is the length of one side?

Explain how you got the answer please.

The formula to compute for the area of square is A = s^2; with s being the measure of the side. Hence, to solve for the length of the side given the area;

5 = s^2

s = the square root of 5.

s = 2.236

arnold

5 Responses to “If a square has an area of 5, then what is the length of one side?”

  1. 5/2

    oh yeah this is wrong… how do you put the sqrt symbol in anyway?
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  2. s = √5 = 2.236 to 3 d.p.
    References :

  3. rad5
    References :

  4. A = l² => l² = 5 => l = 5¹/²

    Then, l = 5¹/² or 2,2360
    References :

  5. The formula to compute for the area of square is A = s^2; with s being the measure of the side. Hence, to solve for the length of the side given the area;

    5 = s^2

    s = the square root of 5.

    s = 2.236

    arnold
    References :

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