Project ID:
6000000044
Accepted:
Type:
Layout:
Question:
Match each word problem to its solution.
Questions Title:
Word problems:
Answers Title:
Solutions:
Question 1:
Out of ten different toy cars we would like to buy six. In how many ways can we make our purchase?
Answer 1:
$\binom{10}6$, i.e. $210$
Question 2:
On the shelf, in a toy shop, there are ten cars out of which six are the same. In how many ways can the cars be arranged in a row?
Answer 2:
$\frac{10!}{6!}$, i.e. $5\,040$
Question 3:
In how many ways can ten different toy cars be distributed to six children?
Answer 3:
$6^{10}$, i.e. $60\,466\,176$
Question 4:
In how many ways can ten identical toy cars be distributed to six children?
Answer 4:
$\binom{15}{10}$, i.e. $3\,003$
Question 5:
On the shelf, in a toy shop, there are ten different cars. In how many ways can the cars be arranged in a row?
Answer 5:
$10!$, i.e. $3\,628\,800$
Question 6:
In how many ways can six different cars be distributed to ten children, if every child gets at most one car?
Answer 6:
$\frac{10!}{4!}$, i.e. $151\,200$
Tex:
% ticket 32338
\NastavOT{2}
\NastavOD{3}