How do I solve the coin problem?
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Given a list of N coins, their values (V1, V2, ... , VN), and the total sum S. Find the minimum number of coins the sum of which is S (you can use at most one coin of one type), or report that it's not possible to select coins in such a way that they...
Answer:
This can be done in the same way as regular knapsack, but with a change in iteration order. For each...
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Other solutions
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To solve word math problems such as this one. Use the tally mark system, write out all the types of...
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Just Google "coins shortage India" and you will know...
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Although I am an engineer, I think rather than technology, local hacks can relieve the public from shortage...
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You work for a company that develops puzzles for the general public. Your job is two-fold: first, to solve the puzzles to ensure that they have solutions, and are unable to solve the problem on their own. This evening, one of your colleagues claimed...
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That is a very interesting and fun company you work for. Is your company interested in hiring by any...
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In the Last 20 Years What Major American Problems Have Been Solved? Here are some examples of major American problems: 1. The Failure of our Schools (K-12) 2. The Failure of our Quest of Energy Independence. 3. The Failure of the Federal Budgets (Fiscal...
Answer:
You want a pair of hands that can fix the economic failures - How about Adam Smith's idea- The invisible...
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I have an algebra problem: You have a coin collection of nickels and dimes. You have 22 coins worth $1.70. How many of each coin do you have? Solve using elimination. I set up the system like this: n + d=22 5n + 10d=1.70 I changed the first problem to...
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I have this math problem due and I cant figure it out... seriously...help!!! Solve the following problem by setting up 3 equations in 3 variables, Change the system into a matrix equation and solve for each of the variables. Ryan has a jar containing...
Answer:
q + l + t = 53 0.25q + l + 2t = 47 q = l + t + 11 set up the matrix and solve for the variables
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I think that this problem is very difficult partly because it does not have a closed form algebraic solution. I was able to solve it with a Markov transition matrix or a recursive solution. Here is the exact answer using 10 coin tosses and different...
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I got 480670 / 2^20, or 45.84%. Let a(k,n) denote the number of possibilities of getting a streak of...
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Here is the puzzle,and I want an answer for it - I have 12 coins.One of them is fake,but the fake coin has the same appearance as of the real coins but has different weight.We have to find out the fake coin through the shortest number of measurements...
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