Login
Register
All Subjects Topic Wise MCQs
PPSC Papers (All Departments)
OTHERS Past Papers FPSC, NTS etc.
In mathematics, a solution to an equation that emerges from the process of solving the problem but is not a valid solution to the problem is called:

In mathematics, a solution to an equation that emerges from the process of solving the problem but is not a valid solution to the problem is called:

  • (a) Homogeneous
  • (b) Heterogeneous
  • (c) Extraneous
  • (d) Identical
  • In math, an extraneous solution is a root that “comes out” during the process of solving an equation, usually because of a process like squaring both sides or multiplying by a variable. It appears to be a correct solution, but when you put it into the original equation, it does not work. So, an extraneous solution is a result of a process, but it is not a correct solution to the original problem.
  • - (a) Homogeneous: An equation that is homogeneous has all terms of the same degree, or a constant term equal to zero. This term has nothing to do with a correct or incorrect solution.
  • - (b) Heterogeneous: Usually, this term is related to a combination of different substances, not to a type of solution.
  • - (d) Identical: An identity is true for all values of all variables. This is the exact opposite of an incorrect, or “extra,” solution.
Facebook
WhatsApp
Related MCQs:

 ‘NATO’ is an abbreviation of:

March 18, 2026 No Comments
  • (A) North Atlantic Treaty Organization
  • (B) Non-Aligned Treaty Organization
  • (C) Non-Aligned Trading Organization
  • (D) North American Transport Organization

You May Like

Comment

All Subjects

PPSC PAST PAPERS

PPSC

SPSC PAST PAPERS

FPSC PAST PAPERS

KKPSC PAST PAPERS

Explore Kazmi MCQs for comprehensive practice and preparation in various subjects. Boost your knowledge with expertly curated multiple-choice questions and detailed solutions.

Facebook Youtube

Site Pages.

Top Categories.

Site Links.

© 2026 Kazmi MCQs. Content owned by Kazmi.

You cannot copy content of this page

Scroll to Top