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Showing posts with the label Matematika

Represent as Simplest Fraction

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Represent as Simplest Fraction By Mr Agus Salim Represent as Simplest Fraction By Mr Agus Salim Question 1 / 20 = / Submit Finish! Reset Additional Quiz Represent as Simplest Fraction Handout for Grade 8-10 Students Key Points Converting decimals to simplest fractions involves turning terminating decimals (e.g., 0.75) and repeating decimals (e.g., 0.666...) into fractions and simplifying them. Terminating decimals are converted by writing them as fractions with denominators as powers of 10, then simplifying. Repeating decimals use an algebraic method to eliminate the repeating part. Simplifying fractions requires finding the greatest common divisor (GCD) to reduce the fraction to its simplest form. Converting Terminating Decimals Terminating decimals, like 0.75, end after a finite number of dig...

Number Pattern

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Number Pattern Quiz Number Pattern Question: 1 /20 Score: 0 Submit Answer FINISH! Total Score: 0 /100 Start New Quiz Number Pattern Theory & Formulas 1. Arithmetic Sequences Definition A sequence where each term increases or decreases by a constant difference . an = a₁ + (n-1)d Where: an = nth term a₁ = first term d = common difference n = position of term ...

Addition and Subtraction within 10,000

📊 Addition and Subtraction within 10,000 Question 1 of 20 Score: 0 / 100 Loading question... Submit Answer Next Question 🎉 FINISH! 🎉 Your Score: 0 / 100 🔄 Start New Quiz additional question Addition and Subtraction within 10,000 Addition and Subtraction within 10,000 In these notes, we will explore how to add and subtract numbers up to 10,000. This includes simple operations without regrouping, operations requiring regrouping, mental strategies, and solving word problems using these skills. 1. Simple Addition within 10,000 Simple addition involves adding numbers where the sum of digits in each place value (ones, tens, hundreds, thousands) is less than 10, so no regr...

Estimation: Your Math Superpower

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Rounding Estimation Question 1 Submit Score: 0 Reset Estimation: Your Math Superpower What Is Estimation? Estimation is finding a value close enough to the exact answer—essentially a smart guess. Key Methods Covered Rounding Numbers Front-End Estimation Real-life applications Rounding Rules Nearest Ten Look at the ones digit : 0-4 → Round DOWN 5-9 → Round UP Replace the ones digit with 0 . Example: 42 → 40 . Nearest Hundred Look at the tens digit : 0-4 → Round DOWN 5-9 → Round UP Change tens and ones to 0 . Example: 2596 → 2600 . Nearest Thousand Look at the hundreds digit : 0-4 → Round DOWN 5-9 → Round UP Change hundreds, tens, and ones to 0 . Example: 7503 → 8000 . Quick Reference Chart Number Nearest Ten Nearest Hundred Nearest Thousand ...

Bilangan Bulat 2025

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Quiz 1:   Fullscreen Mode I. Pendahuluan – Mengapa Bilangan Bulat Itu Penting? Pernahkah kalian melihat ramalan cuaca yang menunjukkan suhu −5 °C , skor pertandingan yang minus karena kesalahan, atau kedalaman laut −65 m ? Semua angka itu adalah contoh penggunaan bilangan bulat dalam kehidupan sehari-hari. Dengan memahami bilangan bulat, kita lebih mudah menggambarkan jumlah, nilai, atau posisi yang bisa lebih rendah dari nol (negatif), tepat di nol, atau lebih tinggi dari nol (positif). II. Apa Itu Bilangan Bulat? Bilangan bulat adalah himpunan semua bilangan bulat negatif, nol, dan positif. Jenis-jenis Bilangan Bulat Bilangan Bulat Negatif : … −4, −3, −2, −1. Semakin besar nilai mutlaknya, semakin kecil nilainya (contoh: −10 < −5). Nol (0) : Tidak positif dan tidak negatif. Bilangan Bulat Positif : 1...

Further Algebra

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Quiz 1:   Fullscreen Mode Aljabar Lanjutan: Pecahan Parsial dan Ekspansi Binomial 🎓 Aljabar Lanjutan: Pecahan Parsial dan Ekspansi Binomial 📚 Pengantar: Mengapa Kita Mempelajari Aljabar Lanjutan? Pernahkah kamu melihat pecahan seperti ini? (2x + 13)/[(2x + 1)(x - 3)] Atau mungkin ekspresi seperti ini? (1 + x)^(-3) Nah, di bab ini kita akan belajar cara menangani ekspresi-ekspresi yang tampak rumit ini! Kita akan belajar dua hal utama: 1. Pecahan Parsial - cara memecah pecahan rumit menjadi pecahan-pecahan yang lebih sederhana 2. Ekspansi Binomial - cara mengembangkan (1 + x)^n ketika n bukan bilangan bulat positif 🔢 7.1 Pecahan Aljabar Tidak Wajar (Improper Algebraic Fractions) Apa itu Pecahan Tidak Wajar? Inga...