Sharp EL9900C EL-9900C - Page 57

number of trial]

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Chapter 3: Basic Calculations - Basic Keyboard 3 rndCoin rndCoin [(number of trial)] Returns a specified number of random integers to simulate a coin flip: 0 (head) or 1 (tail). The size of the list (i.e., how many times the virtual coin is thrown) can be specified. (The same as rndInt (0, 1, number of times)) Example • Make the calculator flip a virtual coin 4 times. M C 3 ( 4 ) E 4 rndDice rndDice [(number of trial)] Returns specified number of random integers (1 to 6) to simulate rolling dice. The size of the list (i.e., how many times the die is thrown) can be specified. (The same as rndInt (1, 6, number of times)) Example • Make the calculator roll a virtual die 11 times. M C 4 ( 11 ) E 5 nPr Returns the total number of different arrangements (permuta- tions) for selecting "r" items out of "n" items. nPr = n! (n - r)! Example • How many ways can 6 persons be seated in a car with 4 seats? 6 M C 5 4 E 47

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47
Chapter 3: Basic Calculations — Basic Keyboard
3
rndCoin
rndCoin
[(number of trial)]
Returns a specified number of random integers to simulate a coin
flip: 0 (head) or 1 (tail). The size of the list (i.e., how many times
the virtual coin is thrown) can be specified. (The same as rndInt
(0, 1, number of times))
Example
Make the calculator flip a
virtual coin 4 times.
M
C
3
(
4
)
E
4
rndDice
rndDice
[(number of trial)]
Returns specified number of random integers (1 to 6) to simulate
rolling dice. The size of the list (i.e., how many times the die is
thrown) can be specified. (The same as rndInt (1, 6, number of
times))
Example
Make the calculator roll a virtual die 11 times.
M
C
4
(
11
)
E
5
nPr
Returns the total number of different arrangements (permuta-
tions) for selecting “r” items out of “n” items.
n
P
r
=
n!
(n
r)!
Example
How many ways can 6
persons be seated in a car
with 4 seats?
6
M
C
5
4
E