Single Nonlinear Equation Preview

f(x)=sin(x)0.2·x0.1
Solution Guess Boundaries
x(min)=6
x(max)=12

Program validated. Ready to Solve.
# Single NLE with 3 possible solutions
# x solutions are: -2.6885439, 0.1254106, 2.4984733

f(x) = sin(x) - 0.2*x - 0.1
x(min) = -6
x(max) = 12

Nonlinear Equation Solution #1/3

 Variable Value f(x) Initial value Initial f(x)
1x-2.6885439-3.9e-1211.87 -3.1e+0

Nonlinear Equation Solution #2/3

 Variable Value f(x) Initial value Initial f(x)
1x0.12541059-1.0e-811.87 -3.1e+0

Nonlinear Equation Solution #3/3

 Variable Value f(x) Initial value Initial f(x)
1x2.49847326.4e-1111.87 -3.1e+0

Root Finding Plot

Chart

Settings and Hints

 Name/SourceValueType
1 Number of equations 1 Setting
2 Implicit equations 1 Setting
3 Explicit equations 0 Setting
4 Elapsed time 0.000 ms Setting
5 Solution method Brent Setting
6 Tolerance F 1e-7 Setting
7 Max iterations 150 Setting
8 #@chart_size = 428,300 Default (array)
9 #@report_fix_digits = 8 Default (integer)
10 #@report_show_source = true Default (boolean)
11 #@report_show_header = false Default (boolean)
12 #@report_show_charts = true Default (boolean)
13 #@report_show_settings = true Default (boolean)

Messages

 SeverityDescription
1Info-Infor- Implicit variables (1) x
2Info-Infor- All variables (1) x

Source

# Single NLE with 3 possible solutions
# x solutions are: -2.6885439, 0.1254106, 2.4984733

f(x) = sin(x) - 0.2*x - 0.1
x(min) = -6
x(max) = 12