Suppose an index value is 280 in 20 10; 20 1 1 year is 310; 360 in 20 12. Seek: fixed proportion and chain-on-chain growth and growth rate.
1, find the fixed base growth
From 20 1 1 to 20 10 =3 10-280=30.
From 20 12 to 20 10 =360-280=80.
2. Seek the growth of the chain.
From 20 1 1 to 20 10 =3 10-280=30.
20 12 increased to 2011= 360-310 = 50.
3. Determine the fixed base growth rate
The growth rate is 20 1 1 to 2010 = (310-280) ÷ 280×100% =10.75438+0%.
The growth rate from 20 12 to 20 10 = (360-280) ÷ 280×100% = 28.57%.
4. Find the chain growth rate.
The growth rate is 20 1 1 to 2010 = (310-280) ÷ 280×100% =10.75438+0%.
Growth rate from 20 12 to 20 1 1 year = (360-310) ÷ 310×100% =16.