**Question 16**

**How many households were there in Canning Turn in 2004?**

**A. 20000**

B. 60927

C. 88200

D. 115472

E. Cannot say

Correct answer: C

How many households were there in Canning Turn in 2004?

**Explanation**

In 2004, the approximate ratio of households to vehicles in canning town is 2.1:1.

Total number of vehicles in canning town = 42,000

Therefore number of households in canning town = 42,000 x 2.1

= 88,200

**Question 17**

**What was the percentage of households who had 2 or more vehicles relative to the total number**

**of households in Kinsop?**

A. 12.5%

B. 17.5%

C. 22.5%

D. 27.5%

E. Cannot say

Correct answer: A

What was the percentage of households who had 2 or more vehicles relative to the total number

of households in Kinsop?

**Explanation**

Ratio of households to vehicles in Kinsop = 2.2:1

Total number of vehicles = 64,651

Total number of households is therefore

64651 x 2.2 = 142,232.2

Households with two or more vehicles is 17,756

percentage of households who had 2 or more vehicles

relative to the total number of households in Kinsop =

(17,756/142,232.2) x 100

= 12.5%

**Question 18**

**In which town was the percentage of households with 2 or more vehicles the largest, relative to**

**the total number of vehicles in that town?**

**A. Kenville**

B. Old Catdown

C. Amber Hill

D. Canning Turn

E. Kinsop

Correct answer: C

In which town was the percentage of households with 2 or more vehicles the largest, relative to

the total number of vehicles in that town?

**Explanation**

Divide the total number of households with two or more vehicles in each town by the total

number of vehicles in that town and take the percentage. You will notice that Amber hill has the

highest ratio, ie

(8235/16470) x 100 = 50%

**Question 19**

**What is the percentage difference between Kinsop and Amber Hill in terms of the total number**

**of households**

**A. 22%**

B. 24%

C. 26.5%

D. 30%

E. 32%

Correct answer: B

What is the percentage difference between Kinsop and Amber Hill in terms of the total number

of households

**Explanation**

Total number of households in Kinsop = 2.2 x 64561 = 142,034

Total number of households in Amber hill = 2.5 x 16470 = 41,175

Percentage difference = (142,034 - 41175)/41175 x 100

= 24%

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