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PERMUTATION VS COMBINATION

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    The students can differentiate permutation from combination of “n” objects taken “r” at a time (M10SPIIIc-2)
  •   Study   Slideshow
  • Determining the top three winners in a Science Quiz Bee
    PERMUTATION
  •  5
  • Determining the top five winners in a bike endurance competition
    PERMUTATION
  •  5
  • Drawing a set of 8 numbers in a lottery containing numbers 1 to 35.
    COMBINATION
  •  5
  • Four people posing for pictures.
    PERMUTATION
  •  5
  • Assembling a jigsaw puzzle.
    PERMUTATION
  •  5
  • Choosing 2 household chores to do before dinner.
    COMBINATION
  •  5
  • Selecting 5 basketball players out of 10 team members for the different positions.
    PERMUTATION
  •  5
  • Choosing three of your classmates to attend your party.
    COMBINATION
  •  5
  • Picking 6 balls from a basket of 12 balls
    COMBINATION
  •  5
  • Forming a committee of 5 members from 20 people.
    COMBINATION
  •  5
  • Ten runners join a race. In how many possible ways can they be arranged as first, second, and third placers?
    PERMUTATION
  •  5
  • How many four-digit numbers can be formed from the numbers 1, 3, 4, 6, 8, and 9 if repetition of digits is not allowed?
    PERMUTATION
  •  5
  • In a 10-item Mathematics problem-solving test, how many ways can you select 5 problems to solve?
    COMBINATION
  •  5
  • From a population of 25 households, in how many ways can a researcher select a sample with a size of 10?
    COMBINATION
  •  5
  • Suppose that in a certain association, there are 12 elected members of the Board of Directors. In how many ways can a president, a vice president, a secretary, and a treasurer be selected from the board?
    PERMUTATION
  •  5