Difference between revisions of "2013 PMWC"

(Problem I1)
(Problem I2)
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[[2013 PMWC Problems/Problem I2|Solution]]
 
[[2013 PMWC Problems/Problem I2|Solution]]
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Given that ''A'', ''B'', ''C'' and ''D'' are distinct digits and
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A A B C D - D A A B C = 2 0 1 3 D
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Find A + B + C + D.
  
 
== Problem I3 ==
 
== Problem I3 ==

Revision as of 08:05, 3 January 2014

Problem I1

Solution

Nine cards are numbered from 1 to 9 respectively. Two cards are distributed to each of four children. The sum of the numbers on the two cards the children are given is: 7 for Ann, 10 for Ben, 11 for Cathy and 12 for Don. What is the number on the card that was not distributed?

Problem I2

Solution

Given that A, B, C and D are distinct digits and

A A B C D - D A A B C = 2 0 1 3 D

Find A + B + C + D.

Problem I3

Solution

Problem I4

Solution

Problem I5

Solution

Problem I6

Solution

Problem I7

Solution

Problem I8

Solution

Problem I9

Solution

Problem I10

Solution

Problem I11

Solution

Problem I12

Solution

Problem I13

Solution

Problem I14

Solution

Problem I15

Solution

Problem T1

Solution

Problem T2

Solution

Problem T3

Solution

Problem T4

Solution

Problem T5

Solution

Problem T6

Solution

Problem T7

Solution

Problem T8

Solution

Problem T9

Solution

Problem T10

Solution

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