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complex scam me I thought infinity not common 😭#roblox #shorts #subscribe
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complex scam me I thought infinity not common 😭#roblox #shorts #subscribe
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How to Explore Complex Sequences that Converge to a Number or Infinity #complexanalysis #maths
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CodeComplexity.ai on Instagram: "✅ Explanation: • ​The Loop Trick: Instead of a long while loop, we use a for loop. The t; in the middle acts as the condition it keeps running as long as t is not zero. • ​Reversing the Number: Each step of the loop takes the last digit of the number (t % 10) and adds it to our reversed variable (rev). Then, it removes that last digit from t (t /= 10). • ​The One-Line Result: Instead of an if-else block, we use ? : (Ternary operator). It asks: "Is n equal to rev?
0:10
CodeComplexity.ai on Instagram: "✅ Explanation: • ​The Loop Trick: Instead of a long while loop, we use a for loop. The t; in the middle acts as the condition it keeps running as long as t is not zero. • ​Reversing the Number: Each step of the loop takes the last digit of the number (t % 10) and adds it to our reversed variable (rev). Then, it removes that last digit from t (t /= 10). • ​The One-Line Result: Instead of an if-else block, we use ? : (Ternary operator). It asks: "Is n equal to rev?
9.7K views4 months ago
Instagramcodecomplexity.ai
CodeComplexity.ai on Instagram: "✅️ Explanation: The student wrote this one-liner: return (n > 0) && (n & (n - 1)) == 0; ​Here is how that magic works without a loop: ​1. The "Lonely 1" Rule (Binary View) 1️⃣ In binary, any number that is a Power of 2 (2, 4, 8, 16...) has exactly one bit set to 1. All other bits are 0. ​4 = 0 1 0 0 ​8 = 1 0 0 0 ​2. The "Minus One" Flip 🔄 When you subtract 1 from a Power of 2, math does something cool: it turns that single 1 into a 0 and turns all the following
0:23
CodeComplexity.ai on Instagram: "✅️ Explanation: The student wrote this one-liner: return (n > 0) && (n & (n - 1)) == 0; ​Here is how that magic works without a loop: ​1. The "Lonely 1" Rule (Binary View) 1️⃣ In binary, any number that is a Power of 2 (2, 4, 8, 16...) has exactly one bit set to 1. All other bits are 0. ​4 = 0 1 0 0 ​8 = 1 0 0 0 ​2. The "Minus One" Flip 🔄 When you subtract 1 from a Power of 2, math does something cool: it turns that single 1 into a 0 and turns all the following
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