Google translated this as:
length of the diagonal of a square sqrt3 (2, perimeter of the square is
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I'll take a try here, even though I don't exactly know what's being asked....we have
s^2 + s^2 = [√(3)/2]^2
2s^2 = 3/4 divide both sides by 2
s^2 = 3/8 take the square root of both sides
s = √(3)/√(8) = √(3)/[2√(2)]
And multiplying by 4, we have
[4√(3)/[2√(2)] = 2√(3)/√(2) = [√2√2√(3)]/√(2) = √2√(3) = √6
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Aku akan mengambil mencoba di sini, meskipun saya tidak tahu persis apa yang diminta .... kita memiliki
s ^ 2 + s ^ 2 = [√ (3) / 2] ^ 2
2s ^ 2 = 3/4 membagi kedua sisi dengan 2
s ^ 2 = 3/8 mengambil akar kuadrat dari kedua belah pihak
s = √ (3) / √ (8) = √ (3) / [2 √ (2)]
Dan mengalikan dengan 4, kita harus
[4 √ (3) / [2 √ (2)] = 2 √ (3) / √ (2) = [√ 2 √ 2 √ (3)] / √ (2) = √ 2 √ (3) = √ 6
