147103n212n3n1 MathematicalInduction L375 MathsPulseChinnaiahKalpana
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@Maths Pulse - Chinnaiah Kalpana • Hello, People! • Here is a video of a problem from Mathematical Induction. We will prove that the given statement is true for n=1 and n=2, later, we will prove that the given statement true for n=k+1 by assuming p(k) is true. • Thank you one and all for your support❤. • With Love, • Chinnaiah Kalpana🍁 • Note: • Principle of mathematical induction: • Let P(n) be a statement involving the natural number n such that • (i) P(1) is true and • (ii) P(k+1) is true, whenever P(k) is true then P(n) is true for all n belongs to N(Natural Numbers). • • For more such videos👇 • • • Principle of Mathematical Induction/M... • • • Stay tuned to 'Maths Pulse'. • • Get rid of 'Maths Phobia'. • • Have a happy learning! • • #mathematicalinduction #algebra #mathspulse #chinnaiahkalpana #principleofmathematicalinduction #class11maths #class11algebra #problemsonmathematicalinduction #maths #math #mathematicalinductionproblems #mathematicalinductionexamples #mathematicalinductionclass11 #grade11algebra
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