8m+6w/8(1/160)+6(1/280)
Answers
Answer:
please mark my answer as Branliest.....
Step-by-step explanation:
Alright, so I'm guessing since you know the answer, you want a really abstract method of arriving at the same answer. I'll further assume that you will suspend all disbelief while reading this answer because none of the aspects are correlated with the other. This is a crazy way of going about this.
Now, 5 + 3 is basically the set of 5 and 3 which we will define to be two elements in a set A. We will now form the generating series of A with respect to the weight function. Weight (x) {where x is an element in the set} = x^weight, The function f is then applied to this set, the function f is merely a function which subtracts the generating series of the two elements multiplied by the additive function. This produces (x^5- x^3 ) * (x^5 + x^ 3). When these elements are multiplied, it produces x ^10 - x ^ 6. Now the coefficient of x^5 and x ^ 3 in this equation are zero, which means there are two zeroes in total. Wait! Two zeroes put on top of one another gives an 8 and there are only 2 zeroes, 2-8 28! We got it! We're so good at this aren't we?
Incidentally, 9 + 1 , so let's perform the same technique on this bad boy as well, so we would end up with the function f(x) is (x^9 - x) * (x^ 9 + x). This gives us x^18 - x^2, so the coefficient of x^9 is zero and the coefficient of x^1 is zero, which gives us two zeroes, but wait! 9, turned upside down, is six. What is the coefficient of x^6, its zero! This gives us 3 zeroes, two of those zeroes are combined to form 8 and one to form 0. But... the 1? Wait a second! The previous number is 2 and the current number is 3, 3 in mod 2 is 1! So that would give us 8-1-0. WHAT IS HAPPENING?! We're getting there!
Next. Let's perform the same function to 8 + 6. We'd end up with the equation x^16 - x^12. we can simplify this into x^12 (x^4 - 1). The centre value is formed by rotating a number upside down and forming a new one! Wait a second! 16 rotated upside down is 91! That's a new number, therefore there are 3 terms whose coefficient is 0, 3 is congruent to 1 in mod 2. That implies the centre number is 1. Now since x^12 was taken common, we can omit it. We only focus on our x^4 - 1, the weight is 4 for the coefficient of x, so that would become our last number. But we can simplify x^4 - 1 to (x^2)^2 -1, so we have created a new number from our old one, it has to take the middle spot, but since the middle is already taken, insert to the left. This gives us ...2-1-4 . Perfect 214 is the current answer.
Excellent, 5 + 4, my hands are hurting, we get x^10 - x^ 8. The function behaves in a way such that if a number is only 2 away from the other, it adds the numbers which constitute each individual number and the sum of the two numbers. That is to say, x^15 - x^8 = 15 + 8 + 1 + 5 (15 = 1 + 5); That means x^15 - x ^ 8 = 24. Applying the same formula to this, it would give us 19! NICE! We proved it for every case leading up to the final one. Let's do this.
7 + 2, x^14 - x ^ 4 . There are two fours in this answer which implies that they must be multiplied as per the function to produce a new number, that gives us 16. 16 is a number that is divisible by 4, 8 and 2, the sum of 4, 8 and 2. If we individually sum those numbers, it produces 14. 14 is composed of two digits, it must be added, which produces, 5. So 5 must be our first digit! and finally, since this function is in its last legs, it copies what was done before, so it takes the first letter from every paragraph of the proof (barring the first one). That produces the word "nine", nine incredibly corresponds to 9! The digit, so our last answer must be 9.
Therefore 5 + 2 = 59. Proved.
PS: This is absolute rubbish OP, don't show this to your teacher/professor, he'd quite literally, kill you. Yet to find this intelligent mystery function.
Hope this was complex enough!