إذا كان 4 سم على رسم يقابل 20 مترًا حقيقية، فما مقياس الرسم؟
- 1 1 : 500
- 2 1 : 5
- 3 1 : 50
- 4 1 : 5000
This unit focuses on applications of ratio and proportion in real-life contexts. It begins with scale drawings, explaining the concept as the ratio of a dimension in a drawing or model to the real dimension. Students learn to calculate real lengths from scale drawings, distinguish between magnification (scale >1) and minimization (scale <1), and use double number lines as a strategy. The unit then covers proportional division, where an amount is divided into parts according to a given ratio, with examples involving profits and investments. Finally, it addresses percentage applications, specifically calculating discounts (deductions) and increases (taxes or profits), including finding the price after a discount, the original price before a discount, and the total cost after adding a tax. Throughout, real-world contexts such as maps, building models, business profits, and shopping are used. By the end, students should be able to solve problems involving scale drawings, proportional division, and percentage-based price changes.
Multiple choice questions on this lesson in Mathematics for 1st preparatory, First Term, with practice exercises for revision and exam preparation.
إذا كان 4 سم على رسم يقابل 20 مترًا حقيقية، فما مقياس الرسم؟
على خط الأعداد المزدوج، إذا كان 1 سم في الرسم يقابل 5 أمتار حقيقية، فكم مترًا يقابل 6 سم؟
جهاز كهربائي سعره 1200 جنيه، وعليه ضريبة 15%، فما إجمالي المبلغ المدفوع؟
سلعة سعرها 500 جنيه، وأضيف إليها ضريبة 10%، فما السعر النهائي؟
بعد خصم 25% من سعر سلعة، أصبح السعر 450 جنيهًا، فما السعر الأصلي؟
سعر سلعة 400 جنيه، وبعد خصم أصبح 320 جنيهًا، فما نسبة الخصم؟
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