H2 Physics and Math Discussion

[violin_lover]

This integral is not expressible in terms of elementary transcendental functions. It belongs to an advanced category, called Fresnel’s Integrals. The answer is e^x(sqrt(x) - F(sqrt(x)).

[georgeyoshie.033923yahoo.033923com]

violin_lover:

This integral is not expressible in terms of elementary transcendental functions. It belongs to an advanced category, called Fresnel's Integrals. The answer is e^x(sqrt(x) - F(sqrt(x)).

Thanks for prompt reply. Sorry, I have not heard about Fresnel's Integrals. Can I say this is beyond H2 9740 syllabus ?

[violin_lover]

GY:

violin_lover:

This integral is not expressible in terms of elementary transcendental functions. It belongs to an advanced category, called Fresnel's Integrals. The answer is e^x(sqrt(x) - F(sqrt(x)).

Thanks for prompt reply. Sorry, I have not heard about Fresnel's Integrals. Can I say this is beyond H2 9740 syllabus ?

I suppose so.....anybody attending the SIMC today? (Singapore International Math Challenges). I need to listen to the high school kids presentation tomorrow.

[KiasuTutor]

violin_lover:

This integral is not expressible in terms of elementary transcendental functions. It belongs to an advanced category, called Fresnel's Integrals. The answer is e^x(sqrt(x) - F(sqrt(x)).

Wow. Impressive. You were able to identify that as Fresnel Integral immediately? You must have been dealing with such stuff in and out?

[violin_lover]

KiasuTutor:

violin_lover:

This integral is not expressible in terms of elementary transcendental functions. It belongs to an advanced category, called Fresnel's Integrals. The answer is e^x(sqrt(x) - F(sqrt(x)).

Wow. Impressive. You were able to identify that as Fresnel Integral immediately? You must have been dealing with such stuff in and out?

Thanks for the compliment.

[ShinHyeSun]

Can you send to me email for the detailed answer from the above? Many Thanks about the topics 'probability no camera is defective' whole paragraph.. i need it badly and asap.. :salute:

[violin_lover]

Let’s revive this topic