10 Sample Problems Stories of Permutations and Combinations of High School Mathematics

Problem Solved Problems and Mathematical Combinations - Previous The Basic Mathematical Formula has discussed Differences in Permutations And Combinations of Mathematics . Permutation is a concept in arranging a collection of objects or numbers into a sequence that varies without repetition, while combinations are a collection of some or all of the objects regardless of the sequence. To test your abilities on the material, here are some examples of questions you can use as a means of training to deepen the understanding of mathematics lessons around permutations and combinations of mathematics.

 10 Sample Problems of Stories of Permutations and Combinations of SMA Mathematics "border =" 0 "src =" http: https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaXJN3fwwP9XANENCnRrfdVWML4sFYfmjoz6l28_zd6hZGXrUm23TH2Tk8-OtIt0qhfDhRBb5j1DqHc5U-qspOoPBV5J7AUkJvwhebEoUK_UGMW1LOTykDkLIwEBd8Rirj8xm8ylecsE8/s1600/10+Contoh+Soal+Cerita+Permutasi+dan+Kombinasi+Matematika+SMA.jpg "title =" 10 Examples Problem Solving Stories and Combination of High School Mathematics "> </div> <div class=
The form of the questions given here is a matter of the story Let's take a quick look at the following questions:

Sample Problem Story of Permutations and Combinations of High School Mathematics


Problem 1
In the selection of exemplary students, there is a candidate of 5 sons and 4 daughters. An exemplary student of a son and a daughter, so many elected couples exist ...

a. 9
b. 16
c. 18
d. 20
e. 36
Problem 2
From the numbers 3, 5, 6, 7, and 9 are made of numbers consisting of three different numbers. Among these numbers, the number of numbers less than 400 is ...

a. 16
b. 12
c. 10
d. 8
e. 6
Problem 3
A student was asked to do 7 of 10 questions Repetition, but the number 1 to number 3 must be done. The number of choices that the student can take is ...

a. 37
b. 35
c. 33
d. 31
e. 29
Problem 4
The number of numbers consisting of four numbers Composed of the numbers 2, 3, 4, 5, 7, and 9 (with each number not containing the same number) exist ... A. 6!
b. 6! / 2!
c. 6! / 3!
d. 6! / 4!
e.


Problem 5
Ali, Bagong, Candra, and Darso are about to work in rotation. Many work sequences can be arranged if Ali is always on the last turn there ...

a. 3 ways
b. 6 ways
c. 12 ways
d. 18 ways
e. 24 ways

Popular posts from this blog

Units of Size The number of Lusin, Gross, Rim, and Kodi

Sample Questions and Discussion How to Calculate Distance Point to Line In Cube

Example Problem Arithmetic Social About Discount / Rebate