- Homework Solutions
- Homework Questions & Answers
Please show all work:
Let P1 = 1
If x is odd then Px+1 = 2Px
If x is even then Px+1 = 2Px +1
Prove that 2Px+1 + 2Px+1 +1 = Px+2 is true and then solve it.
First note that
But if the given relation were true then for x=1, we should have.
Rather by definition of P, it will satisfy . Let us prove this.
If x=2k, even, then
If x=2k-1, odd, then
Now to solve the relation.
Let P1 = 1 If x is odd then Px+1 = 2Px If x is even then Px+1 = 2Px +1 Show this is true and solve it: 2Px+1 + 2Px+1 +1 = Px+2
Please show all work: Let If x is odd then If x is even then Prove that is true and then solve it. We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image
When px^3 – 2px^2 + 3x – p is divided by (x – 1), the remainder is -5. Find p.
When px^3 – 2px^2 + 3x – p is divided by (x – 1), the remainder is -5. Find p. (2 marks)
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