bilangan prima dari sebuah kalender dari hari Senin sampai Minggu dari tanggal 1 sampai 31 adalah

A = 115 + 1/2 (p + s)
you subtract 115 from both sides, and you get
A - 115 = 1/2 (p + s)
now you multiply by 2 on both sides, and you get
(A - 115) * 2 = p + s ** NOTE: I DISTRIBUTED 2 IN THE FOLLOWING EQUATION**
now you subtract p on both sides to get s by itself and you get
2A - 230 - p = s
so the final answer is .......
s = 2 A − 230 − p

Answered by rabinshrestha41 | 2024-06-10

A = 115 + 1/2(p + s) 2(A - 115) = p + s 2(A - 115) - p = s

Answered by Phionex | 2024-06-10

To solve for s in the equation A = 115 + 2 1 ​ ( p + s ) , isolate s by subtracting 115 and multiplying by 2, then rearranging terms. This gives you the final formula s = 2 A − 230 − p . With this formula, you can find s using values for A and p .
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Answered by rabinshrestha41 | 2024-12-18

Penjelasan dengan langkah-langkah:Asumsi :Hari Senin = Tanggal 1Hari Minggu = Tanggal 7Bilangan prima dari 1 sampai 31 adalah→ 2,3,5,7,11,13,17,19,23,29,31Maka hari yang termasuk bilangan prima adalah : Selasa (2), Rabu (3), Jum'at (5), Minggu (7), Kamis (11), Sabtu (13), Rabu (17), Jum'at (19), Selasa (23), Senin (29), Rabu (31)Mapel : MatematikaKelas : 4Materi : Bilangan#LutfiproTeam

Answered by lutfiproteam | 2025-07-15