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(Solved): plsase solve 1. \( (1+1+1+1+4=8 \) points) Suppose you wish to use mathematical induction to prove t ...



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1. \( (1+1+1+1+4=8 \) points) Suppose you wish to use mathematical induction to prove that: \( 1 \cdot 1 !+2 \cdot 2 !+3 \cdo
1. \( (1+1+1+1+4=8 \) points) Suppose you wish to use mathematical induction to prove that: \( 1 \cdot 1 !+2 \cdot 2 !+3 \cdot 3 !+\cdots+n \cdot n !=(n+1) !-1 \) for all \( n \geq 1 \). (a) Write \( P(1) \) (b) Write \( P(5) \). (c) Write \( P(k) \). (d) Write \( P(k+1) \) (e) Use mathematical induction to prove that \( \dot{P}(n) \) is true for all \( n \geq 1 \).


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Here, we have to prove that: ?1?1!+2?2!+3?3!+?+n?n! =(n+1)!?1 for all n?1 using mathematical induction
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