Higher algebra by hall & knight

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In summary, the conversation is about the difficulty of solving questions in a particular book and the request for examples to practice. The conversation also includes a specific math problem and a link to a forum for further assistance.
  • #1
smart_worker
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1
currently i am reading that book.But it seems as though i can't even solve one question from it despite of me reading and understanding each and every line of the chapter.what to do?
 
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  • #2
I find that hard to believe. Many of the questions are routine. Can you post examples?
Try to solve by componendo dividendo proportion 19 examples 2 #13

$$\frac{2x^3-3x^2+x+1}{2x^3-3x^2-x-1}=\frac{3x^3-x^2+5x-13}{3x^3-x^2-5x+13}$$
 
  • #3
lurflurf said:
I find that hard to believe. Many of the questions are routine. Can you post examples?
Try to solve by componendo dividendo proportion 19 examples 2 #13

$$\frac{2x^3-3x^2+x+1}{2x^3-3x^2-x-1}=\frac{3x^3-x^2+5x-13}{3x^3-x^2-5x+13}$$


this kind of questions are easy.
how about pg.no:12 24th question-it is very difficult.


and also https://www.physicsforums.com/showthread.php?t=746992
 
  • #4
for 24 clear denominators and cross multiply and simplify.
 
  • #5


Firstly, don't be discouraged by your initial struggles with the book. Higher algebra can be a challenging subject, and it takes time and practice to fully understand and apply the concepts. It's important to remember that solving problems in mathematics is a skill that requires practice and perseverance.

One suggestion would be to try solving simpler problems first, before moving on to more complex ones. This will help build your confidence and understanding of the basic principles before tackling harder questions.

Another approach could be to seek help from a tutor or a study group. They can provide additional explanations and practice problems to help you better understand the material.

Additionally, it might be helpful to review your study habits and techniques. Are you actively engaging with the material while reading? Are you taking notes or practicing problems as you go along? Finding a study method that works for you can greatly improve your understanding and retention of the material.

Remember, learning higher algebra takes time and effort. Don't get discouraged and keep practicing. With determination and the right resources, you will be able to solve those questions in no time.
 

What is the purpose of "Higher algebra by hall & knight"?

The purpose of "Higher algebra by hall & knight" is to provide a comprehensive guide to higher algebra, covering topics such as equations, polynomials, series, logarithms, and trigonometry. It is designed for students and researchers in mathematics and other related fields.

Is "Higher algebra by hall & knight" suitable for beginners?

No, "Higher algebra by hall & knight" is not suitable for beginners. It is a more advanced textbook and assumes a basic understanding of algebra and other mathematical concepts. It is better suited for students at the undergraduate or graduate level.

What sets "Higher algebra by hall & knight" apart from other algebra textbooks?

"Higher algebra by hall & knight" is known for its clear and concise explanations, as well as its extensive coverage of topics. It also includes numerous examples and practice problems, making it a valuable resource for self-study and exam preparation.

Is "Higher algebra by hall & knight" relevant for current mathematical research?

Yes, "Higher algebra by hall & knight" is still relevant for current mathematical research. While it was first published in 1893, it has since been updated and revised to include modern advancements in algebra. Many of the techniques and theories discussed in the textbook are still used in current research.

Can "Higher algebra by hall & knight" be used as a reference book?

Yes, "Higher algebra by hall & knight" can be used as a reference book. It includes a comprehensive index, making it easy to find specific topics and formulas. It is also organized in a way that allows for quick reference and review of specific concepts.

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