@aljazeera_mubasher: ناشطون يمنيون ينشرون مشاهد توثق جانبا من التحركات العسكرية للقوات الحكومية في محافظة الجوف شمالي اليمن

الجزيرة مباشر

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Wednesday 09 September 2026 15:50:25 GMT

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Comments

mosa vlogger :

I love Iran 🇮🇷 yaman Pakistan

2026-09-11 05:57:14

449

Soe Carpio :

Uds son orgullo para el mundo 🌍 sigan defendiendo su soberanía y delen duro a Trump 💪💪💪💪💪

2026-09-12 18:54:16

61

Md Ramin hossain 🦅🚩 :

2026-09-11 09:29:57

148

ْ :

كربلاء

2026-09-10 21:56:30

422

محمد العزبي :

اللهم حرر اليمن من اتباع إيران نصركم الله وثبت أقدامكم ي رجال

2026-09-09 19:41:53

354

🇸🇦عبدالله🇸🇦 :

الله يقويكم. يارجال 💪✌🇾🇪❤️🇸🇦

2026-09-12 20:18:20

59

karamomo60 :

مسلمون يقتلون مسلمون عيب وعار أليس بلاحرى محاربة اسراخيل

2026-09-18 13:19:45

14

『 حسين احمد الزيادي』 :

شيعت علي 🌍

2026-09-11 08:39:12

12

فاطمه🩷 :

الله ينصركم

2026-09-17 13:43:07

8

EMᏫAD :

ههههههههههههه

2026-09-11 10:42:48

38

بلاكفــايـر🗡️ :

شيخ الحرمين الشريفين

2026-09-13 21:45:09

7

࿖ MT ࿖ :

يارب تتحرر اليمن و زوال الحوثي قريب ان شاء الله يارب ياكريم

2026-09-12 14:47:05

40

ماكو وفه💔 :

2026-09-10 12:50:35

14

𝒎𝒐𝒉𝒂𝒎𝒎𝒆𝒅 :

خادم حرمين

2026-09-11 08:42:52

103

SNRR :

Ya pronto nos liberaremos de los genocidas EEUU e Israel y sus secuaces

2026-09-12 18:42:28

30

واصل :

هذه فتنة آل سعود جعل اليمن يتقاتل بينهم البين اللهم رد كيد آل سعود في نحره

2026-09-16 18:47:29

0

اعشق انفاسك :

من العراق اللهم ربي انصر اليمن

2026-09-11 17:08:50

10

اسعاف المكلا حضرموت :

:يارب تتحرر اليمن و زوال الحوثي قريب ان شاء الله يارب ياكريم

2026-09-17 11:26:15

4

S :

ابغا شخص ينحب تكفون 🥺🥺🥺🥺🥺🥺🥺

2026-09-09 22:10:44

12

Brandi Kaufman :

"Allah Akbar" in English means "God is the Greatest"

2026-09-11 19:00:47

100

بنت ريف 🇾🇪الــــيــمـــن :

استودعناکم الله الذی لاتضیع ودایعه [يدان مفتوحتان]

2026-09-09 17:36:09

70

نور 『99』 :

اريد صديق 😭😭

2026-09-11 13:17:42

12

جبريل :

السعودية تحشد كل التجمعات الارهابية كتائب النصرة وداعش وانصار الشريعة والقاعدة ولكن اليمن مقبرة الغزاة

2026-09-09 23:29:12

48

صقر711 :

تكبير في التواصل الاجتماعي وفي الوقع للاسف لاشيء

2026-09-09 18:14:06

62

𝘽𝙄𝙇𝙇𝙀🇩🇪 :

allahu akbar

2026-09-11 07:58:05

34

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Did you know this math secret? 🤯 Solve coprime questions in just 5 seconds using Euler’s Totient Formula! No more wasting time listing out numbers. Watch until the end and hit follow if you learned something new! 👇✨ Two numbers are coprime (or relatively prime) if their only shared factor is 1. Their greatest common divisor (GCD) or highest common factor (HCF) is 1. Euler's Totient Function phi(n) Objective To find how many integers from 1 to n are coprime to n (sharing no common factors except 1), assuming n has exactly two distinct prime factors, p and q. Step-by-Step Derivation Step 1: Start with the total pool There are exactly n integers from 1 to n. Step 2: Subtract the multiples of each prime factor We must remove any number that is divisible by p or divisible by q. The number of multiples of p is n/p The number of multiples of q is n/q Subtracting these from our total pool gives: n - n/p - n/q Step 3: Correct for double-counting (Inclusion-Exclusion) Numbers that are multiples of both p and q (multiples of pq) were included in both groups. Because they were subtracted twice, we must add them back exactly once to keep the count accurate. n - n/p - n/q + n/pq Step 4: Factor out the total n To simplify the expression, we factor n out of every term in the equation: n(1 - 1/p - 1/q + 1/pq) Step 5: Factor by grouping The algebraic expression inside the parentheses can be perfectly factored into a product of two distinct binomials: phi(n) = n(1-1/p)(1-1/q) #MathHacks #MathTricks #EulersTotient #SATMath #SmartThinking

Did you know this math secret? 🤯 Solve coprime questions in just 5 seconds using Euler’s Totient Formula! No more wasting time listing out numbers. Watch until the end and hit follow if you learned something new! 👇✨ Two numbers are coprime (or relatively prime) if their only shared factor is 1. Their greatest common divisor (GCD) or highest common factor (HCF) is 1. Euler's Totient Function phi(n) Objective To find how many integers from 1 to n are coprime to n (sharing no common factors except 1), assuming n has exactly two distinct prime factors, p and q. Step-by-Step Derivation Step 1: Start with the total pool There are exactly n integers from 1 to n. Step 2: Subtract the multiples of each prime factor We must remove any number that is divisible by p or divisible by q. The number of multiples of p is n/p The number of multiples of q is n/q Subtracting these from our total pool gives: n - n/p - n/q Step 3: Correct for double-counting (Inclusion-Exclusion) Numbers that are multiples of both p and q (multiples of pq) were included in both groups. Because they were subtracted twice, we must add them back exactly once to keep the count accurate. n - n/p - n/q + n/pq Step 4: Factor out the total n To simplify the expression, we factor n out of every term in the equation: n(1 - 1/p - 1/q + 1/pq) Step 5: Factor by grouping The algebraic expression inside the parentheses can be perfectly factored into a product of two distinct binomials: phi(n) = n(1-1/p)(1-1/q) #MathHacks #MathTricks #EulersTotient #SATMath #SmartThinking

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