Question

In: Math

CITY X Y Population A 3.3 4.3 34,000 B 1.1 3.4 6,500 C 5.5 1.2 8,000...

CITY X Y Population

A

 3.3 4.3 34,000
B 1.1 3.4 6,500
C 5.5 1.2 8,000
D 3.7 2.4 5,000
E 1.1 1.1 1500

This is for Geography Stats.

I have already found the weighted mean center of population. Which is (3.34,3.48)

and the unweighted mean center (2.94,2.48).

I need to find the Bachi's Weighted Standard Distance. I am completely lost with this part of the question. Any help would be much appreciated! Test tomorrow =(

Solutions

Expert Solution

CITY

X

Y

Population w

w*x

w*y

A

3.3

4.3

34,000

112200

146200

B

1.1

3.4

6,500

7150

22100

C

5.5

1.2

8,000

44000

9600

D

3.7

2.4

5,000

18500

12000

E

1.1

1.1

1500

1650

1650

Total

55,000

183500

191550

mean = total/55000

3.336364

3.482727

Weighted mean center = (3.34, 3.48)

Bachi's Weighted Standard Distance

CITY

X

Y

Population w

w*(x-xmean)^2

w*(y-ymean)^2

A

3.3

4.3

34,000

54.4

22861.6

B

1.1

3.4

6,500

32614.4

41.6

C

5.5

1.2

8,000

37324.8

41587.2

D

3.7

2.4

5,000

648

5832

E

1.1

1.1

1500

7526.4

8496.6

Total

55,000

78168

78819

Total

total/55000

1.421236364

1.433072727

2.854309

Bachi's Weighted Standard Distance = sqrt(2.854309) =1.68947

= 1.6895

milcah answered 1 year ago
Next > < Previous

Related Solutions

Where y=y(x) solves... (5.9y-(23.6)x)dx+(5.9x-1)dy=0   y(0.27)=2.15 (5xy-(-1.1)ye^x -1)dx+(2.5x^2-(-1.1)e^x)dy=0     y(1.2)=2.3
Where y=y(x) solves... (5.9y-(23.6)x)dx+(5.9x-1)dy=0   y(0.27)=2.15 (5xy-(-1.1)ye^x -1)dx+(2.5x^2-(-1.1)e^x)dy=0     y(1.2)=2.3
1. Let Q1=y(1.1), Q2=y(1.2), Q3=y(1.3) where y=y(x) solves y′′−2y′+ 5y= 0, y(0) = 1, y′(0) =...
1. Let Q1=y(1.1), Q2=y(1.2), Q3=y(1.3) where y=y(x) solves y′′−2y′+ 5y= 0, y(0) = 1, y′(0) = 2. 2. Let Q1=y(1.1), Q2=y(1.2) , Q3=y(1.3) where y=y(x) solves y′′−2y′+ 5y=e^x cos(2x) , y(0) = 1, y′(0) = 2 Let Q= ln(3 +|Q1|+ 2|Q2|+ 3|Q3|). Then T= 5 sin2(100Q) Please show all steps and thank you!!!!!
a) y''(x)-3y'(x)=8e3x+4sinx b) y''(x)+y'(x)+y(x)=0 c) y(iv)(x)+2y''(x)+y(x)=0
a) y''(x)-3y'(x)=8e3x+4sinx b) y''(x)+y'(x)+y(x)=0 c) y(iv)(x)+2y''(x)+y(x)=0
Please show all steps!!!! 1. Let Q1=y(1.1),Q2=y(1.2),Q3=y(1.3), where y=y(x) solves y′′+ (−3.75)y′+(3.125)y= 0, y(0) = 1.5,...
Please show all steps!!!! 1. Let Q1=y(1.1),Q2=y(1.2),Q3=y(1.3), where y=y(x) solves y′′+ (−3.75)y′+(3.125)y= 0, y(0) = 1.5, y′(0) =−0.625 2. Let Q1=y(1.1),Q2=y(1.2),Q3=y(1.3), where y=y(x) solves y′′+ (−3.75)y′+(3.125)y= 114e−3.5x, y(0) = 5.5, y′(0) =−14.625. 3. Let Q1=y(1.1),Q2=y(1.2),Q3=y(1.3), where y=y(x) solves y′′+ (−3.75)y′+(3.125)y=−5e1.25x, y(0) = 1.5, y′(0) = 3.375 For all of the above Let Q= ln(3 +|Q1|+ 2|Q2|+ 3|Q3|). Then T= 5 sin2(100Q)
Consider the parabolas y=x^2 and y=a(x-b)^2+c, where a,b,c are all real numbers (a) Derive an equation...
Consider the parabolas y=x^2 and y=a(x-b)^2+c, where a,b,c are all real numbers (a) Derive an equation for a line tangent to both of these parabolas (show all steps with a proof, assuming that such a line exists) (b) Assume that the doubly-tangent line has an equation y+Ax+B. Find an example of values of a,b,c (other than the ones given here) such that A,B ∈ Z
Consider the parabolas y=x^2 and y=a(x-b)^2+c, where a,b,c are all real numbers (a) Derive an equation...
Consider the parabolas y=x^2 and y=a(x-b)^2+c, where a,b,c are all real numbers (a) Derive an equation for a line tangent to both of these parabolas (show all steps, assuming that such a line exists) (b) Assume that the doubly-tangent line has an equation y+Ax+B. Find an example of values of a,b,c (other than the ones given here or in class) such that A,B ∈ Z (c) Consider the case a = 1. Does your algebra accurately reflect what we can...
Let ∬[a,b]×[c,d]f(x,y)dA denote the integral of f(x,y)over the region with a≤x≤b and c≤y≤d. Find ∬[0,1]×[0,1]f(x,y)dA given...
Let ∬[a,b]×[c,d]f(x,y)dA denote the integral of f(x,y)over the region with a≤x≤b and c≤y≤d. Find ∬[0,1]×[0,1]f(x,y)dA given the following: ∬[0,1]×[1,5]f(x,y)dA=2, ∬[1,2]×[0,1]f(x,y)dA=−1, ∬[1,2]×[1,5]f(x,y)dA=4, and ∬[0,2]×[0,5]f(x,y)dA=3. Group of answer choices 2 -2 8 0 None of the above.
Create separate class with these members a, b, c, x, y, z int a b c...
Create separate class with these members a, b, c, x, y, z int a b c float x y z Demonstrate 3) A two arg float, int constructor, and a three arg int, float, float constructor to instantiate objects, initialize variables read from the keyboard, display the sum Note:- Please type and execute this above java program and also give the output for both problems. (Type a java program)
Create separate class with these members a, b, c, x, y, z int a b c...
Create separate class with these members a, b, c, x, y, z int a b c float x y z Demonstrate 1) A two arg float constructor, and a two arg int constructor to instantiate objects, initialize variables read from the keyboard, display the sum. Note:- Please type and execute this above java program and also give the output for both problems. (Type a java program)
Let Q1=y(1.1), Q2=y(1.2), Q3=y(1.3), where y=y(x) solves... 1) y'''+2y''-5y'- 6y=4x^2 where y(0)=1, y'(0)=2, y''(0)=3 2) y'''-...
Let Q1=y(1.1), Q2=y(1.2), Q3=y(1.3), where y=y(x) solves... 1) y'''+2y''-5y'- 6y=4x^2 where y(0)=1, y'(0)=2, y''(0)=3 2) y'''- 6y''+11y'- 6y=6e^(4x) where y(0)=4, y'(0)=10, y''(0)=30 3) y''- 6y'+9y=4e^(3x) ln(x) where y(1)=, y'(1)=2 Please show all steps and thank you!!!
ADVERTISEMENT
Subjects
ADVERTISEMENT
Latest Questions
ADVERTISEMENT