In Algebra 1 Help, A simple equation that can be written as an ‘ algebra 1 problem ‘ is x + y = k. Where, x and y are variables and k is a constant. We all know that if k and one variable are known then you can find the other variable. A similar proposition is going round the Internet in these days of World Cup Football. This is about finding the winners of the Finals. Here is the story that is doing the rounds in the Internet:
Quote:
1. Brazil won the World Cup in 1994; before that they also won in 1970. Adding 1970 + 1994= 3964
2. Argentina won its last World Cup in 1986; before that they also won in 1978. Adding 1978 + 1986= 3964
3. Germany won its last World Cup in 1990; before that they also won in 1974. Adding 1974 + 1990= 3964
4. Brazil also won the World Cup in 2002; before that they also won in 1962. Adding 1962+ 2002= 3964
5. Therefore if you want to know what nation is going to win the World Cup in 2010, you only have to subtract 2010 from the magic number that we have determined: 3964.
3964 minus 2010 = 1954... In 1954 the World Cup was won by Germany...
Unquote
Online Algebra 1 Problem
Here is how this story can be translated into an ‘ online algebra 1 problem ‘ : x + y = 3964 If x represents the earlier time a team won the Cup then we can find out the year in which the team won the Cup a second time. What is k here? In other words, we can solve math problem easily.
Free Algebra 1 Problem
The above was an example of algebra 1 problem, freely given by TutorNext.
But you may interject and say, "Germans did not win the World cup in 2010. This algebra 1 problem online is no good. Even Paul, the Octopus fared better. In fact, he got it right every time."
The problem is not the equation construct. The problem is the magic number 3964. As will be shown in the next paragraph on 'algebra 1 problems solved' never trust magic numbers( except Universal constants like Planck's constant, speed of light etc).
Solved Algebra 1 Problems
Onilne Tutors of TutorNext are experienced and they are there to help one-on-one. They will help to solve the problem quickly. If they were to solve this given problem, they woould point out the following:
Two things we can do prophecy based on this magic number 3964:
1. There shouldn't be any world cup in 2018 and 2022. There weren't any in 1942 and 1946 either. See below:
x + y = k
1942 + 2022 = 3964
1946 + 2018 = 3964
2. There shouldn't be any World Cup beyond 2034. There wasn't any before 1930 either. Here is why:
2038 + 1926 = 3964
There was no World Cup in 1926, therefore there shouldn't be any in 2038. Similarly, there shouldn't be any World Cup in 2042 since wasn't any in 1922.
But all this, we intuitively know, is nonsense. The beautiful game of football will carry on, as will the World Cup.
That is why we say trust our competent and experienced TutorNext tutors, and not some magic number like 3964.