f(x) = (1/3.33*sqrt(2*N(pi)))*N(e)^((-1/2)*((x-9.486)/3.33)^2)

When I do f.integrate(x,6,23) I get a big error.

1 | initial version |

f(x) = (1/3.33*sqrt(2*N(pi)))*N(e)^((-1/2)*((x-9.486)/3.33)^2)

When I do f.integrate(x,6,23) I get a big error.

With the function

`f(x) = `~~(1/3.33~~*sqrt(2*N(pi)))*N(e)^((-1/2)*((x-9.486)/3.33)^2)(1/3.33*sqrt(2*N(pi)))*N(e)^((-1/2)*((x-9.486)/3.33)^2)

When I do f.integrate(x,6,23) I get a big error.

~~With the function~~This is what I want to do in Sage. It can be done very easily in Desmos. https://www.desmos.com/calculator/m6g...

```
f(x) = (1/3.33*sqrt(2*N(pi)))*N(e)^((-1/2)*((x-9.486)/3.33)^2)
```

I am just trying to do this integral in Sage. When I do it the answer I get is

~~When I do f.integrate(x,6,23) I get a big error.~~f(x) = (1/3.33sqrt(2pi))exp((-1/2)((x-9.486)/3.33)^2)

N(definite_integral(f(x), x, 6, 23))

5.35572539176154

This is what I want to do in Sage. It can be done very easily in Desmos. ~~https://www.desmos.com/calculator/m6g...~~https://www.desmos.com/calculator/7ocj57rixb

I am just trying to do this integral in Sage. When I do it the answer I get is

f(x) = (1/3.33sqrt(2pi))exp((-1/2)((x-9.486)/3.33)^2)

N(definite_integral(f(x), x, 6, 23))

5.35572539176154

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