Question

1. What are two numbers whose sum is 745 and whose difference is 147.
a. What is asked in the problem?
b. What method is more appropriate to use in solving for the unknown in the problem?
c. What is the translation of the problem if you used x for the first number and y for the secc
number?
d. What are the two numbers?
e. What is the difficulty encountered in solving the problem?

Answer 1

Final answer:

The solution involves finding two numbers given their sum and difference using algebraic equations.

Explanation:

Two numbers whose sum is 745 and difference is 147:

1. Identify the two numbers as x and y.
2. Set up the equations: x + y = 745 and x - y = 147.
3. Solve the system of equations to find x = 446 and y = 299.

Primary Topic: Algebra

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