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High School Mathematics
1.8 Solving an Equation by Guess Method

To find the solution of an equation, you may try all the values from the domain of a variable one at a time. However, it would be time consuming. Instead, you can guess the value of the variable for which the equation will be satisfied, i.e., LHS and RHS become identical.

Example: Solve 2x+4 = 62, where x is an integer.
The domain of the variable x is {1, 2, ...}, i.e., all integers. To solve the above equation, the trial and error approach is to go through all the values from the domain of the variable, substituting one at a time and checking to see if LHS = RHS.

By observing the equation, you could see that the equation may be satisfied for a value of x around 30. Therefore, you may try x=29, 30, or 31. By trying these guessed values, you can verify that the root of the above equation is 29.

Directions: Solve the following problems using the 'Guess Method'.
Q 1: y/8 = 3, find the value of y.

Question 2: This question is available to subscribers only!

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