Give approximations of the fraction of years with rainfall between 14 and 16 inches in Anchorage by using (3) with S5, S6 and S7.(3) is the picture (2)(3)(4)(5)16(1) S1416 1S® √ Sar (2) dr.√2π1√2π==√2π=M· Σn=0M16-(Σ(¹) J (x - 15)2 dx2" (n!)n=01416S (u) z du14u(1)2n+12n+12n + 12n + 1(-1) (x - 15) dx2" (n!)√2π-evaluated from x(-1)n=02n+12n + 1M(Σ41)G2" (n!)MSM(x) = Σn=0u = x - 15=. dxdu =--)(2+1)=(-1)2nn!22n + 1-(x − 15)²n14 to x = 16

Let us consider a function "e-(x-15)22". The infinite series expansion of the above function is as…

Answered: Give approximations of the fraction of…

Give approximations of the fraction of years with rainfall between 14 and 16 inches in Anchorage by using (3) with S5, S6 and S7. (3) is the picture

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.4: Values Of The Trigonometric Functions

Problem 23E

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Question

Give approximations of the fraction of years with rainfall between 14 and 16 inches in Anchorage by using (3) with S5, S6 and S7.

(3) is the picture

(2)
(3)
(4)
(5)
16
(1) S
14
16 1
S® √ Sar (2) dr.
√2π
1
√2π
=
=
√2π
=
M
· Σ
n=0
M
16
-(Σ(¹) J (x - 15)2 dx
2" (n!)
n=0
14
16
S (u) z du
14
u
(1)
2n+1
2n+1
2n + 1
2n + 1
(-1) (x - 15) dx
2" (n!)
√2π
-
evaluated from x
(-1)
n=0
2n+1
2n + 1
M
(Σ41)G
2" (n!)
M
SM(x) = Σ
n=0
u = x - 15
=. dx
du =
-
-)(2+1)
=
(-1)
2nn!
2
2n + 1
-(x − 15)²n
14 to x = 16

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