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የሪሜዲያል መግቢያ ነጥብ ይፋ ሆነ።

ትምህርት ሚኒስቴር በ2018 የትምህርት ዘመን በተፈጥሮ እና ማህበራዊ ሳይንስ ትምህርት መስኮች ከ49.5% በታች ያስመዘገቡ ነገር ግን ከዚህ በታች የተዘረዘሩትን የሚያሟሉ ተማሪዎች የRemedial ፕሮግራም ተጠቃሚ መሆናቸውን አሳውቋል።

1. በሁሉም አማራጮች (በግል እና በመንግስት ተቋማት) የRemedial ፕሮግራም ለመከታተል ተማሪዎች እንደተፈተኑት የትምህርት አይነት ብዛት 33 ከመቶ እና ከዚያ በላይ ማምጣት አለባቸው። 2. ከላይ በተራ ቁጥር 1 የተገለጸው እንደተጠበቀ ሆኖ በመንግስት ተቋማት (ወጪያቸው በመንግስት ተሸፍኖ) የ Remedial ፕሮግራም የሚከታተሉ ተማሪዎች የመቁረጫ ነጥቡን ያሟሉ ብቻ ይሆናሉ። የመቁረጫ ነጥብ ፦ 🌀የተፈጥሮ እና የማህበራዊ ሳይንስ

-ወንድ ተማሪዎች 216            -ሴት ተማሪዎች 204

🔹ታዳጊ ክልል እና አርብቶ አደር አካባቢ ተማሪዎች

           -ለሁለቱም ጾታ 198

🔹መስማት ለተሳናቸው ተማሪዎች

           -ለሁለቱም ጾታ 198

🔹ዓይነስውራን ተማሪዎች

           -ለሁለቱም ጾታ 165

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⚪ 🫧 Ultimate Guide: Study Smarter, Stay Motivated, Ace EVERYTHING! 🫧⚪ - ➀ ⭕️ Dream Big, Set Goals!

Set clear academic goals for each subject to keep your motivation high!

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Make a study schedule that balances all subjects based on what’s toughest or most important.

Stick to it to avoid last-minute stress!

- ➂ ⭕️ Consistency is Key

Study a little every day instead of cramming.

Review topics regularly to lock in what you’ve learned.

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Take short, clear notes to boost memory.

Use mind maps, flashcards, or summaries for quick revision.

Practice past ESSLCE papers to master question patterns.

- ➄ ⭕️ Don’t Be Shy—Ask for Help!

Confused? Ask your teachers or tutors for clarity.

Join study groups with friends to tackle tricky topics together.

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Use a planner or app to track assignments, deadlines, and test dates.

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Get enough sleep and eat healthy to stay sharp.

Take short breaks to recharge during study marathons.

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💥Grade 9 Mathematics ▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬ 🍃🍂🍃🍂Unit one  Lesson 4🍂🍃🍂🍃 ▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬  ══════════════ 🌀1.5 Application: ══════════════ 🔹Formula for Number of Elements in Union For two finite sets A and B: n(A ∪ B) = n(A) + n(B) - n(A ∩ B) - n(A) is the number of elements in set A. - n(B) is the number of elements in set B. - n(A ∩ B) is the number of elements common to both sets. 🌀 Explanation: - When you add n(A) and n(B), elements in the intersection A ∩ B are counted twice. - Subtracting n(A ∩ B) corrects this double counting. ⚪️ Example 1: - A = {1, 2, 3, 4}, so n(A) = 4 - B = {3, 4, 5, 6}, so n(B) = 4 - A ∩ B = {3, 4}, so n(A ∩ B) = 2 ⭕️Calculate: n(A ∪ B) = 4 + 4 - 2 = 6 ⚪️ Example 2: In a class of 30 students, 20 like mathematics, and 15 like science. 5 students like both mathematics and science. How many students like mathematics or science (or both)? ⭕️ Solution -  Let M = set of students who like mathematics. -  Let S = set of students who like science.     *   n(M) = 20     *   n(S) = 15     *   n(M ∩ S) = 5     *   n(M ∪ S) = n(M) + n(S) - n(M ∩ S)        = 20 + 15 - 5 = 30 ⭕️💥End of Grade 9 Unit 1⭕️💥 ══════════════ 🍁@SmartstudyStream ◉ 𝐓𝐡𝐞 𝐒𝐭𝐫𝐞𝐚𝐦 𝐭𝐨 𝐒𝐦𝐚𝐫𝐭 𝐑𝐞𝐬𝐮𝐥𝐭𝐬!  

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