THE REmainder 841 divided by 7 is.....
1. THE REmainder 841 divided by 7 is.....
the remainder 841 divided by 7 is
sisa 841 dibagi 7 adalah= 120,14
2. a naturan number n has remainder 1 when divided by 5. it also has remainder 2 when divided by 6, 4 when divided by 8 and 2 when divided by 9. what is the smalles value of n?
four dedid by eight is one devided by two
3. what is the remainder when 202^15 divided by 5?
Jawaban:
The number 202 is called the numerator or dividend, and the number 5 is called the denominator or divisor.
The quotient of 202 and 5, the ratio of 202 and 5, as well as the fraction of 202 and 5 all mean (almost) the same:
202 divided by 5, often written as 202/5.
Read on to find the result of 202 divided by 5 in decimal notation, along with its properties
4. The expression 2x^3 + mx^2 - 6x + 1 has a remainder of 2n when divided by (x+2) and has a remaider of n when divided by (x-1). Find the values of m and n
Matematika
p(x) = 2x³ + mx² - 6x + 1
x = -2
p(-2) = 2(-2)³ + m(-2)² - 6(-2) + 1
2n = -16 + 4m + 12 + 1
4m + 2n = -3
x = 1
p(1) = 2(1)³ + m(1)² - 6(1) + 1
n = 2 + m - 6 + 1
m + n = -3
m + n = -3
m = -3 - n
4m + 2n = -3
4(-3 - n) + 2n = -3
-12 - 4n + 2n = -3
-2n = -3 + 12
n = 9/(-2)
n = - 4,5
m = -3 - n
= -3 - (-4,5)
= -3 + 4,5
= 1,5
5. find the value of n if x³ +8nx +5 has a remainderof 17 when it isdivided by x-3
Jawab:
-⅝
Penjelasan dengan langkah-langkah:
Lampiran
6. .There is 100-digit number in which each digit is "2". The remainder when this number is divided by 3 is.....
Jawab: 2
Penjelasan dengan langkah-langkah: Untuk mencari jumlah digit, kita cukup mengalikan digit 2 dengan jumlah digit (100):
2 x 100 = 200
Oleh karena itu, jumlah digit dari bilangan 100 digit adalah 200. Untuk mencari sisa bilangan ini dibagi 3, kita perlu mencari sisa bilangan 200 dibagi 3:
200 ÷ 3 = 66 dengan sisa 2
Oleh karena itu, sisa dari bilangan 100 angka yang setiap angkanya adalah "2" dibagi dengan 3 adalah 2.
maap klo salah
7. What is the remainder when 95 is divided by 7? a. 4 b. 7 c. 12 d. 13
Jawaban:
d.13
Penjelasan dengan langkah-langkah:
because 95:7=13
i hope this helps you
8. if the eight digit number 2018MN28 is divided by 7, the remainder is 5. if the same eight-digit number is divided by 11,the remainder is 9. find the largest possible value of the two-digit number MN
Jawaban:
jika angka delapan digit 2018MN28 dibagi dengan 7, sisanya adalah 5. jika angka delapan digit yang sama dibagi dengan 11, sisanya adalah 9. menemukan nilai terbesar yang mungkin dari nomor dua digit MN
ini mau di translate atau gimna??
maaf klo slah atau gk nyambung translatenya...
9. find the remainder when x³+3x²+3x+1 is divided by:i). x+1 ii).x–2iii).x–3all question solve
Penjelasan:
cmiiw yaaaa heheheheheheh
10. When an integer is divided by 10, 15 and 18, it leaves a remainder of 5 respectively. Find the smallest of the number.
Sebuah bilangan dibagi 10, 15, dan 18 masing-masing menyisakan 5. Bilangan terkecil dari bilangan bulat tersebut adalah 95.
PembahasanMisal bilangan bulat tersebut adalah N.
N = 10k + 5
N = 15m + 5
N = 18p + 5
k, m, p bilangan bulat.
10 = 2 x 5
15 = 3 x 5
18 = 2 x 3²
KPK(10, 15, 18) = 2 x 3² x 5 = 90
artinya kemungkinan N adalah
N - 5 = 90
N = 95
Pelajari Lebih LanjutContoh soal lain tentang KPK dari 3 dan 6
brainly.co.id/tugas/4780716
KPK 4 dan 5 berapa ya dan kpk 4 dan 3 dan 3 dan 2 dan 5 dan 6 dan 8 dan 16 3 dan 4
https://brainly.co.id/tugas/1936923
Contoh soal lain tentang FPB dan KPK
brainly.co.id/tugas/4161985
Detail JawabanKelas : 7
Mapel : Matematika
Kategori : Bilangan (Teori Bilangan)
Kode : 7.2.2
Kata Kunci : Bilangan bulat, integer, sisa, remainder
#AyoBelajar
11. p(x) = 6x +ax^2+ + 12x +b, where a and b are integers. p(x) has a remainder of 11 when divided by x– 3 and a remainder of -21 when divided by x+1. (a) Given that p(x) = (x-2)(x), find Q(x), a quadratic factor with numerical coefficients. (b) Hence solve p(x) = 0.
Penjelasan dengan langkah-langkah:
P(3) = 6(3)+ a3² + 12(3) +b
11 = 18 + 9a + 36 + b
-43 = 9a + b ...(i)
P(-1) = 6(-1) + a(-1)² + 12(-1) + b
-21 = -6 + a -12 +b
-3 = a + b .... (ii)
simultaneous (i) and (ii)
8a = -40
a = -5
b = 2
Horner scheme
P(x) = -5x²+12x +6x +2
2 | -5 12 6 2
|_____-10___4___20__ +
-5 2 10 22
Quotient(Q(x) ) = -5
12. 63 divided by (-9) + (-2) x (-10) with working please, thanks
Jawab:
63 : (-9) + (-2) x (-10)
= (-7) + (-2) x (-10)
= (-9) x (-10)
= 90
Cara kerja: ↓= 63 ÷ (-9) + (-2) × (-10)
= -7 + 20
= 20 - 7
= 13
Langkah-langkah: ↓Baca soal dengan telitiKerjakan soalnya Hitunglah dulu operasi hitung bagian pembagian (÷) dan perkalian (×)Hasilnya (÷) dan (×) di tambahkan satu sama lainTentukan hasilnya akhirnyaRumus: ↓Perkalian: ↓(-) × (+) = (-)
(+) × (-) = (-)
(+) × (+) = (+)
(-) × (-) = (+)
Pembagian: ↓(-) ÷ (+) = (-)
(+) ÷ (-) = (-)
(+) ÷ (+) = (+)
(-) ÷ (-) = (+)
... Tq ...
13. Find the smallest possible value of a whole number if it leaves a remainder of 3 when divided by 5, 6 or 9.
Jawaban:
ceelllll kamu marchell kan aku nam lolololkllklkklololoololk
14. When a number is divided by 5, it has a remainder of 4. the number is between 35and 40. what is the number?
Jawaban:
39
Penjelasan dengan langkah-langkah:
Jadi kita tulis jawabannya misal adalah x
x ÷ 5 sisa 4
angkanya di antara 35 dan 40
jawab :
35 itu angka yang bisa di bagi 5
karena sisa 4 tinggal
35 + 4 = 39
39 ÷ 5 = 7 sisa 4
jadi x = 39
english :
35 can be divided by 5 with no remainder.
so 35 + 4 = 39
the answer is 39
15. ↪QUIS↩---------------1. 589²+31²=NOTE: XIXI
589² + 31² =
→ 589² = 589 × 589 = 346.921
→31² = 31 × 31 = 961
→346.921 + 961 = 347.882
Jadi Jawabannya 347.882
#BelajarBersamaBrainly☑️
#JadiJuaraSatu☑️
Diketahui :589² + 31² = ...
Ditanya :Hasilnya adalah ...
Dijawab :Tanggal:22Agustus2021
[tex] {589}^{2} + {31}^{2} \\ = (589 \times 589) + (31 \times 31) \\ = 346.921 + 961 \\ = 347.882[/tex]
Answerby:RF777
[tex]\huge{\mathfrak{\purple{Semoga \: membantu! }}}[/tex]
16. when x3+mx2-2mx+1 is divided by ( x-1) the quotient is f(x) and the remainder is r1,when x3+mx2-2mx+1 is divided by (x+1) the quotient is g(x) and the remainder is r2, r1=r2, then m is a. 0 b. 1/2 c. 3/4 d. 3/2 e. 4
Jawab:
B
Penjelasan dengan langkah-langkah:
[tex]\\gunakan~teorema~sisa\\\\F(x)=x^3+mx^2-2mx+1\\\\F(1)=r_1\\\\(1)^3+m(1)^2-2m(1)+1=r_1\\\\1-m+1=r_1\\\\2-m=r_1\\\\\\F(-1)=r_2\\\\(-1)^3+m(-1)^2-2m(-1)+1=r_2\\\\-1+3m+1=r_2\\\\3m=r_2\\\\\\since~r_1~=~r_2,~then\\\\2-m=3m\\\\4m=2\\\\m=\frac{1}{2}[/tex]
17. When a 4-digit positive number is divided by 12, it has a remainder of 8; when it divided by 13, it has a remainder of 9; when it is divided by 15, it has a remainder of 11. Find the least possible value of the number.
Jawaban:
ngefans sama felix straykids ni yeh
18. When a number is divided by 6, it has a quotient of 273 and a remainder of 5. What is the number?
(273 x 6) + 5
= 1638 + 5
= 1643
19. what is 100 divided by 10 multiplication by 100 divided by 50
Jawaban:
20
Penjelasan dengan langkah-langkah:
semoga bermanfaat ya
Jawaban:
berapakah 100 dibagi 10 dikalikan 100 dibagi 50=20
maaf klo salah
20. The 5-digit number 2 0 1 8 U is divisible by 9. What is the remainder whenthis number is divided by 8ngerti gk bang?
Penjelasan dengan langkah-langkah:
U is 7,
20187 ÷ 9 = 2243
20187 ÷ 8 = 2523,remain3
goodluck!
Jawaban:
angka yang bisa dibagi 9 haruslah berjumlah 9 atau kelipatannya (18,27,dst)
2+0+1+8=11
supaya menjadi 18, maka U haruslah 7.
angkanya adalah 20187
sisanya berapa jika 20187÷8??
20187÷8= 2523 sisa 3
semangat belajar;)))
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