c) Show that for 2" > 4n for n > 5.

Q: Let A = [47], B = 4), 2 and C= [¡ ;] · 7

A: Given thatNow we need to verify AB=AC

Q: (b) Use mathematical induction method to show that 품(주-)- (두-0) (주-)-(-)1 n+1 2n

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Q: Can you explain what happens with the I's (identity) on the multiplication? I dont really understand…

A: We have explain the property of identity matrix.

Q: it should be (1+n)(1-n) for part b,  you did (n+1)(n-1), please correct this

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Q: こ ( 6n +1 (b) Σ (-2i)". Is it entire? 2n +5

A: Here,  we need to find the radius of convergence for the given series. Also, we will check whether…

Q: problem is from discrete math regarding profs my strong induction. If you can’t help, no worries,…

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Q: Differentiate 2xー4x -

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Q: This will be (n+k-1)= 29+6-1 29 -¹1) = 34 29 = 278, 256.

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Q: do i prove this

A: Introduction: A triangle could be a 3-edged polygonal shape with three vertices. it's an elementary…

Q: et, a1 = 3, a2 = 4 and for n > 3,an = 2an-1 + an-2 +n², express an in terms of n. %3D

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Q: I have to identify the recursive and explicit rule. I need to select two

A: Answer: Option F f(n)=f(n-1) . r Option A f(n)=3. 4n-1

Q: Did you use the product rule as well? I would like some clarification on the steps.

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Q: The first three terms in the expansion of (1 + ay)^n are 1, 12y, and 68y^2. Find a and n.

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Q: = 5 Find a3, a4, and as for the recursive formula an = an-1 +3an-2 if a1 = 2 and a2

A: given   recursive formula is an= an-1+3an-2and   a1=2   ,  a2=5then we have to find  a3 , a4  , a5…

Q: Where does the s+4 come from on step 2 (line 6)

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Q: * (51) + (1- 31) (Ada) (5-si) (-1+si) (multi ply) (multiply)

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Q: can you show me the steps by steps how to foil (1-u^2)^3. I keep getting the answer wrong

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