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Mathematics application problems in grade three
1) set the average infection x and assume that each patient transmits x in one round, and then analyze the figures.

The number of people who spread in the first round =1* x = X. The total number of patients became1+X.

Number of new infections in the second round =( 1+x)*x Only those infected in the second round will be added to the original number.

Total population = x * (x+1)+x+1=100.

(x+ 1)^2= 100

x=9

2) solution: let the average annual growth rate of per capita income be x.

[There are two years from 20065438+0 to 2003]

1200*( 1+x)^2= 1452

(1+x)2 = 1.25438+0[ simultaneous extraction on both sides]

1+X=+ - 1. 1

X 1=0. 1

X2=-2. 1 (irrelevant, omitted)

0. 1= 10%

A: The average annual growth rate of per capita income is 10%.

3)

* * * There are X companies participating.

x(x- 1)/2=45

x^2-x-90=0

(x- 10)(x+9)=0

X= 10 or x=-9 (omitted)

A: * * * There are 10 companies involved.