Mathematical Methods in the Physical Sciences

[roshan2004]

I have been self studying this book by Mary L.Boas for a while which is a treat to study for its great depth. However, the problem of mine is though I have been able to solve most of the problems of this book, there are some really tough Questions in this book which are very hard to solve. So, are there any websites of Universities or links to the solutions of this great book. I will be very happy if you guys could post them. Thanks...

 

[fss]

Use Google. The solutions are probably out there if you look hard enough.

 

[roshan2004]

I searched with google everywhere for the solutions , but couldnot find any.

 

[fss]

Look harder. I googled "Boas solutions" and some very unambiguous results came up. That and the fact that you are basically asking for freebies to what is probably homework (we have no way to tell on the internet what your intentions are) makes this thread highly suspicious, at least to me.

 

[rezeew]

I understand the importance of studying mathematical methods in the physical sciences. It is a crucial tool in understanding and analyzing the natural world around us. I am glad to hear that you have been self-studying Mary L. Boas' book, as it is a renowned resource for this subject.

I also understand the frustration of encountering tough questions that are difficult to solve. It is important to remember that these challenges are an essential part of the learning process. However, if you are looking for additional resources to help you with these tough questions, there are several options available.

Many universities have online resources for students, such as problem sets and solutions, for various textbooks. I recommend checking the website of the university where you are studying or any other reputable institution for these resources. Additionally, there are several online forums and study groups where students and experts discuss and share solutions to challenging questions. These can be great resources for finding help and gaining a deeper understanding of the material.

Lastly, I would suggest reaching out to your professor or a fellow student who may have already completed the book. They may be able to offer guidance and insights on how to approach these difficult questions.

In conclusion, I encourage you to continue studying and challenging yourself with Boas' book. With persistence and the help of additional resources, I am sure you will be able to overcome these tough questions and deepen your understanding of mathematical methods in the physical sciences.