Being a kid we always try to apply some logic to ascertain that 2 and 2 makes 5. But every time our professors say that we are wrong. Now it’s high time to prove that your professor is wrong.
Every child is a small Einstein. You may now feel proud to say that 2 + 2 = 5.
Certainly, you are thinking how is this possible? You may just scroll your eyes on the following methods to prove that you are right.
Method 1:
You may now apply the simplest method here.
Just suppose:
0 = 0
Now 0 may arise by subtracting one number from itself. You have 4 on the left and 10 on the right.
That is 4 – 4 = 10 – 10
Now you can write 4 as 2 × 2 and 10 as 2 × 5.
If you try to solve the equation you will get
=> 2²-2² = 2×5 – 2×5
=> (2 – 2)(2 + 2) = 5(2 – 2)
Abolishing (2–2) from both sides we get
=> 2 + 2 = 5 (Hence substantiated)
If you are thinking that this method is very simple to make your professor believe in your words and want to get something more powerful you may try the following method.
Method 2:
You may apply this method to prove your point.
Just suppose
-20 = -20 ———- (1)
You may write 20 in the following way
=> 16 – 36 and
=> 25 – 45
Currently, putting these values in equation (1) we receive:
=> 16 – 36 = 25 – 45
So this ascertains that
=> 2 + 2 = 5 (Hence Proved)
Method 3:
You may use a real-life instance to relate your problem.
As per the provided data:
2 + 2=5
Or
4 = 5
Suppose there are 4 pens in your hand and you distribute all of them to the needy kids. Then you have 0 pens left. So, mathematically you write this in the following way:
=> 4 – 4 = 0
Now suppose there are 5 oranges in your friend’s hand and he distributes them to the children. Now he has 0 oranges left. So you may write this in the following way:
=> 5 – 5 = 0
We may write
=> 0 = 0
=> 4 – 4 = 5 – 5
You can also write this as
=> 4(1–1) =5(1–1)
=> 4=5((1–1)/(1–1))
=> 4 = 5
OR
=> 2 + 2 = 5
OR
=> 2+2=2+2+1
OR
=> 2+2+1=2+2
We know that if you use these methods your professor will be spellbound and you will be able to enlist your name to the good book of your professor. Apart from this, you may also contact us at My Academic Helps to curate your problems. With us, you will be able to make extraordinary and strong logic for solving complicated problems.
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