Jawaban dari 4/√7 berapa

If all the rows and columns have the some number of blocks, then
(number of blocks in each row) times (number of blocks in each column)
must be a perfect square.
'121' is the only choice on the list that's a perfect square. It's the square of 11.

Answered by AL2006 | 2024-06-10

The total number of blocks Camille could have placed on the table must be a perfect square. Among the options, only 121 blocks is a perfect square ( 11 X 11). Thus, the correct answer is B. 121 blocks.
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Answered by AL2006 | 2024-10-14

Jawaban:rasionalkan penyebut dari pecahan-pecahan yang diberikan. Soal: Rasionalkan penyebut dari pecahan-pecahan berikut: a. 1/√2 b. 1/√3 c. 1/√5 d. 3/√6 e. 4/√7 f. 5/√10 g. √6/√3 h. √2/√10 i. √15/√6 Konsep: Merasionalkan penyebut berarti mengubah pecahan agar penyebutnya tidak lagi berbentuk akar. Caranya adalah dengan mengalikan pecahan tersebut dengan bentuk akar yang sesuai agar penyebut menjadi bilangan rasional. Jawaban: a. 1/√2 = (1/√2) × (√2/√2) = √2/2 b. 1/√3 = (1/√3) × (√3/√3) = √3/3 c. 1/√5 = (1/√5) × (√5/√5) = √5/5 d. 3/√6 = (3/√6) × (√6/√6) = (3√6)/6 = √6/2 e. 4/√7 = (4/√7) × (√7/√7) = (4√7)/7 f. 5/√10 = (5/√10) × (√10/√10) = (5√10)/10 = √10/2 g. √6/√3 = (√6/√3) × (√3/√3) = (√18)/3 = (√(9×2))/3 = (3√2)/3 = √2 h. √2/√10 = (√2/√10) × (√10/√10) = (√20)/10 = (√(4×5))/10 = (2√5)/10 = √5/5 i. √15/√6 = (√15/√6) × (√6/√6) = (√90)/6 = (√(9×10))/6 = (3√10)/6 = √10/2

Answered by ara1412 | 2025-08-21