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Let’s get our hands dirty with some practice! First up, imagine another right triangle where one acute angle is 45 degrees. What’s the other angle? (Hint: It’s super easy!). Let's find the solution: Since it's a right triangle, one angle is 90 degrees. The other angle is 45 degrees. The two acute angles must add up to 90 degrees (90-degree right angle). Therefore, the unknown angle is 90 - 45 = 45 degrees. That means this is a special kind of right triangle called an isosceles right triangle, where the two acute angles are equal! Now, here’s another one: in a right triangle, one acute angle is 20 degrees. Calculate the other acute angle! To solve this: Subtract the known angle from 90 (90 - 20 = 70). The other acute angle is 70 degrees. See? It gets easier with practice! For further practice, try these problems: If one acute angle is 60 degrees, what is the other? If one acute angle is 75 degrees, what's the other? Remember to subtract the given angle from 90 to find the missing angle. Practice these exercises; it's a brilliant way to solidify what we've learned! The more you work on these, the faster you'll become at recognizing the patterns and solving problems like these.
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Hey everyone, let's talk about Scotland, a country steeped in history, breathtaking landscapes, and a fierce sense of identity! When we think about the formation of a nation, we often look to key figures who played pivotal roles in shaping its destiny. And when it comes to Scotland, the title of "**Father of the Nation**" isn't just handed out lightly. It's a title earned through leadership, vision, and a deep commitment to the people. So, who holds this prestigious title, and what makes them so significant? Let's dive in, shall we?
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