If m times the nth term of an AP is equal to n times its nth term, show that the (m + n) th term of AP is Zero

Q: 12 2 √x - 3 ах

A: ∫3122x-3dx

Q: Simplify. (86-11) [(10+28+4)-(3-3-2-2)] (86-11)-[(10+28+4)-(3-3-2-2)]=

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Q: Create a cubic expression that when divided by (x-1) will have a remainder of 6

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Q: Write each expression in the form 2 or 3x for a suitable constant k. (a) (2-x.2-5x) 6/11 (b)…

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Q: In 2017, two parks in the US had visitors (in the millions) that happened to be two consecutive…

A: Form an equation using , Product = 551 + Sum

Q: Given (−x+2)^4 then the 5th term is:

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Q: Find the sum of the general term an = 7n + 25 from 5th term up to 20th term.

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Q: Simplify √175x^6y^11 to the form a√b

A: I=175x6y11x=x12a.b=a×b

Q: Add or subtract as indicated: 8/(x - 2 ) + 2/(x - 3)

A: To add:  8/(x - 2 ) + 2/(x - 3) We need to take LCM first then to solve further.

Q: √3+√75= √3+√√25.3=

A: Solve the given

Q: At a certain rate of compound interest, money will double in a years, money will triple in 3 years,…

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Q: The number of polynomials having zeroes as -2 and 5 is

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Q: Find x and a21 if 5x - 3, X+2, and 3x - 11 form an arithmetic scquence

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Q: The nth term of an AP is given by (-4n+15). Find the sum of first 20 terms of this AP

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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: Express xo - 9x9 + 2x + 3x -1 in big-O notation.

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Q: +x x(x² +3x + х (x* +3x + 6 )

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Q: Subtract (4q - 8) from the sum of (3q² – 7q – 4) and (6q² + 6q − 2).

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Q: The figure below shows that 4 one-inch segments are needed to make a 1 × 1 square, 12 one-inch…

A: 1×1 square require 4 one inch  segments 2×2 square require 12 one inch  segments 3×3 square requires…

Q: subtract 17 of x

A: To subtract 17 from x

Q: a) Find the sum of x+2x-5 x2+12x+35 and a+7* b) State the domain.

A: We have to find the sum and domain

Q: Find the sum of first 24 terms of the list of numbers whose nth term is a. 3+2n

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Q: Fidn Three consecutive odd integers so that theee times the sum of the first as well as the third is…

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Q: Malik is younger than Daniel. Their ages are consecutive integers. Find Malik’s she if the product…

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Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.