Read Theorem 6.2 in the textbooke. Suppose that E cn an is a power series with interval of convergence (-3, 3). n-0 00 Suppose that dn a" is a power series with interval of convergence [-2, 2]. n=0 What is the interval of convergence of the series (Cn" - d, a")? n=0 O 1-2,2] O (-2,2) O -3,3) O (-1,1) O 1-3,3)

Q: 2x+1=5

A: To solve for x

Q: x + 12=7

A: Definition :   A linear equation is any equation that can be written in the form ax+b=0 where a…

Q: 3K².4K•K³

A: Given: 3k2·4k·k23

Q: 15

A:

Q: 1 6 The x-coordinate of the point of intersection of the curves y=x² +- and y=÷is p , where x>0,…

A:

Q: 3x + 6 =18

A: To solve for x

Q: 3x+2=5

A:

Q: T+9/2= 7t-6/14

A: Given query is to find the value of T.

Q: 5p2 - p2

A:

Q: 5a +7=10

A: 5a + 7 = 10 Subtract 7 on both side, 5a =3

Q: 1 ER=1 (- 100 k%3D1 2k+1

A:

Q: Find 3B - 2A

A:

Q: p=2.59c+1.72(8-c)

A:

Q: 4x + 7 = 27

A: We have the equation,                           4x + 7 = 27 We want to solve the equation by finding…

Q: 5. s²+s-2

A:

Q: 6+5x(8/2)2

A:

Q: 3x=27

A: Our objective is to find x.

Q: 10 Зх + 3 6. 9.

A: Answer

Q: x3/5 = -64

A:

Q: r+6/5 = r+8/7

A: We will use cross multiplication.

Q: Find the midpoint between (-6, 11) and (2, 8)

A: -6, 11 & 2, 8.

Q: m 6. V2 = 2- a

A: Law of exponent states that: amn=amn Now we have to simplify 253. Simplifying 253. 253=2513=253

Q: 3m? + 135 = 0

A:

Q: 2m + 8 = 56

A: We have to find m

Q: 2x+5+7=

A: First, combine the numerical terms 5 and 7. 2x+5+7=2x+12=2x+2·6

Q: 6x+5=23

A: Given query is to find the value of the x.

Q: 18+k=6(3-7k)-5k

A: Given equation is having an unknown 'k' which is to be found out by solving the equation.

Q: 2m 10m + 8=0

A: we are given a quadratic equation to solve.

Q: 3x+5=456

A: The given equation is

Q: 3x+9=5

A: solve for x.

Q: 7x + 9 = 23

A: In this question, we want to solve the given equation.