Clear, tidy and accurate calculations with correct unit values are required

Without Special Circumstances $20\%$ deduction for up to a week late, zero marks after a week.

Due to over crowding in the main city government is looking to create a satellite city with $4$ zonees. You have been enlisted to calculate the expected trip distribution between each of the zones. Produce a report for your client with key steps involved for your calculation. Explain the meanings of your calculation in your report. Show all working in the appendix.

A survey of number of households with zero to $2+$ vehicles separated by household income for four zones was tabulated and the results are shown below in table $1.$ The results represents the percentage of house holds for each zone. $($eg$.$ If there are $5\%$ with $0$ cars and low income in zone $1.$ And the number of households in zone $1$ is $300,$ then there are $15$ households with $0$ cars and low income in zone $1.)$

Table $1$: Percentage of households in each zones by income and number of cars.

$\backslash$table$[[$Income$,$Zone $1,$Zone $2],[$Low$,$Middle,High,Low,Middle,High$],[0$ Cars,$6\%,19\%,6\%,13\%,18\%,16\%$

Clear, tidy and accurate calculations with correct unit values are required

Without Special Circumstances $20\%$ deduction for up to a week late, zero marks after a week.

Due to over crowding in the main city government is looking to create a satellite city with $4$ zonees. You have been enlisted to calculate the expected trip distribution between each of the zones. Produce a report for your client with key steps involved for your calculation. Explain the meanings of your calculation in your report. Show all working in the appendix.

A survey of number of households with zero to $2+$ vehicles separated by household income for four zones was tabulated and the results are shown below in table $1.$ The results represents the percentage of house holds for each zone. $($eg$.$ If there are $5\%$ with $0$ cars and low income in zone $1.$ And the number of households in zone $1$ is $300,$ then there are $15$ households with $0$ cars and low income in zone $1.)$

Table $1$: Percentage of households in each zones by income and number of cars.

$\backslash$table$[[$Income$,$Zone $1,$Zone $2],[$Low$,$Middle,High,Low,Middle,High$],[0$ Cars,$6\%,19\%,6\%,13\%,18\%,16\%$