Math League Competitions Winners – NCR Level
Grade 6 Category
Erich Paredes – 1st Place
Joonhee Han – 8th Place
TEAM CATEGORY CISM Team – 1st Place
Applied problems are those which are solved by using algebraic techniques. There is a great number of applied problems that can be translated into linear equations in one variable.
The following steps might be helpful in solving every applied problem.
1. ANALYZE: It consists of finding out the given, the conditions imposed by the problem and what is supposed to be answered.
2. REPRESENT: It involves the process of selecting and assigning a variable to the unknown quantity and expressing all other quantities in terms of the unknown quantity as described by the conditions imposed by the problem.
3. TRANSLATE: It consists of rewriting in the problem to a mathematical sentence using the variable in step 2.
4. SOLVE: It involves the process of finding the value of the unknown quantity in the mathematical sentence in step 3.
5. CHECK: It involves verification of the solutions with the condition of the problem.