## What is the McNugget number?

A McNugget number is the total number of McDonald’s Chicken McNuggets in any number of boxes.

## What is a problem coin?

Determining the function giving the greatest for which there is no solution is called the coin problem, or sometimes the money-changing problem. The largest such for a given problem is called the Frobenius number . The result.

**What is the largest integer that Cannot be a team’s final score?**

A score of 0 is possible. For example, the score of 0-0 is possible because a game can end in a 0-0 draw (the last time this happened was 1943 between the New York Giants and the Detroit Lions). Thus the largest value where both teams have impossible scores is 1-1.

### What is the chicken McNugget Theorem?

The Chicken McNugget theorem, also known as the Frobenius coin problem, states that for any two relatively prime integers m and n, the largest integer that cannot be expressed in the form am + bn for non-negative integers a and b is mn − m − n.

### What is the largest number for which it is impossible to purchase exactly that number of McNuggets?

From these tables, one can see that 37 is the largest number of McNuggetts one cannot purchase by only using 7, 11 and/or 17 packs of McNuggetts.

**What is the chicken nugget Theorem?**

## What is on the American nickel?

The nickel is the United States’ five-cent coin. The person on the obverse (heads) of the nickel is Thomas Jefferson, our 3rd president. He’s been on the nickel since 1938, although the current portrait dates to 2006.

## How many ways can a score be achieved?

So the total amount of ways to score n points is just the amount of ways to reach either n−1, n−2 or n−3 points which by definition is count(n-1), count(n-2) and count(n-3). Therefore count(n) = count(n – 1) + count(n – 2) + count(n – 3).

**How do you know when to use Frobenius?**

The Frobenius method should be used whenever we deal with regular singular point in ODE. A singular point is a point such as: Consider the differential equation :y”+p(x)y’+Q(x)y=0; if p(x) and Q(x) diverge as x=xo then xo is a regular singular point .

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