First, calculate the mid-year population (MYP) for 2018.

Question

ScanSolve AI Tutor · Accepted Answer

Here are the calculations for Question 1:

First, calculate the mid-year population (MYP) for 2018.
Initial population (Jan 1, 2018) = 2,856,340
Final population (Dec 31, 2018) = 3,477,541
Deaths = 5,556
Live births = 7,860
Immigration = 12,350
Emigration = 10,200

Calculate the Mid-Year Population (MYP).
$\text{MYP} = \frac{\text{Initial Population} + \text{Final Population}}{2}$ $\text{MYP} = \frac{2,856,340 + 3,477,541}{2} = \frac{6,333,881}{2} = 3,166,940.5$
Calculate the Crude Death Rate (CDR).
$\text{Crude Death Rate} = \frac{\text{Number of Deaths}}{\text{Mid-Year Population}} \times 1,000$ $\text{Crude Death Rate} = \frac{5,556}{3,166,940.5} \times 1,000 \approx 1.7545$
1. Crude death rate: $\boxed{\text{1.75 per 1,000}}$
Calculate the Crude Birth Rate (CBR).
$\text{Crude Birth Rate} = \frac{\text{Number of Live Births}}{\text{Mid-Year Population}} \times 1,000$ $\text{Crude Birth Rate} = \frac{7,860}{3,166,940.5} \times 1,000 \approx 2.4818$
1. Crude birth rate: $\boxed{\text{2.48 per 1,000}}$
Calculate the Rate of Net Natural Increase.
$\text{Net Natural Increase} = \text{Live Births} - \text{Deaths}$ $\text{Net Natural Increase} = 7,860 - 5,556 = 2,304$ $\text{Rate of Net Natural Increase} = \frac{\text{Net Natural Increase}}{\text{Mid-Year Population}} \times 1,000$ $\text{Rate of Net Natural Increase} = \frac{2,304}{3,166,940.5} \times 1,000 \approx 0.7275$
1. Rate of net natural increase: $\boxed{\text{0.73 per 1,000}}$
Calculate the Rate of Net Migration.
$\text{Net Migration} = \text{Immigration} - \text{Emigration}$ $\text{Net Migration} = 12,350 - 10,200 = 2,150$ $\text{Rate of Net Migration} = \frac{\text{Net Migration}}{\text{Mid-Year Population}} \times 1,000$ $\text{Rate of Net Migration} = \frac{2,150}{3,166,940.5} \times 1,000 \approx 0.6788$
1. Rate of net migration: $\boxed{\text{0.68 per 1,000}}$
Calculate the Population Growth Rate.
$\text{Population Growth Rate} = \frac{(\text{Net Natural Increase} + \text{Net Migration})}{\text{Mid-Year Population}} \times 1,000$ $\text{Population Growth Rate} = \frac{(2,304 + 2,150)}{3,166,940.5} \times 1,000 = \frac{4,454}{3,166,940.5} \times 1,000 \approx 1.4064$
1. Population growth rate: $\boxed{\text{1.41 per 1,000}}$

First, calculate the mid-year population (MYP) for 2018.

Step-by-step solution

Calculate the Mid-Year Population (MYP).

Calculate the Crude Death Rate (CDR).

Calculate the Crude Birth Rate (CBR).

Calculate the Rate of Net Natural Increase.

Calculate the Rate of Net Migration.

Calculate the Population Growth Rate.

Still stuck on this one?

More Mathematics Questions