How many license plates can be made which have the form ##LLL?

A. 1,757,600
B. 175,600
C. 3,840,500
D. 2,947,000

Question

How many license plates can be made which have the form ##LLL?

A. 1,757,600
B. 175,600
C. 3,840,500
D. 2,947,000

anonymous · Answer

ples help? i cant remember the steps >.<

anonymous · Answer

do the digits have to be differnt every time? The same for the letters

anonymous · Answer

if no its 10x10x26x26x26=1757600 or A

anonymous · Answer

You need the fundamental theorem of counting. There are 10 choices for the first number, 10 for the second number because repititions are allowed, then 26 choices for each of the letter spaces. This makes 10x10x26x26x26.

anonymous · Answer

Ahhh!!! i seeeee!!! :D hahaha okie dokie would help me with this one? kinda blanking ^^ 

If we perform the experiment "Toss two dice", what is the probability of getting a sum of two?

A. 1/6
B. 1/12
C. 1/36

anonymous · Answer

ples help? i cant remember the steps >.<

anonymous · Answer

basically the only way to get a "sum of two" is to roll two ones and as such ur chance is 1/36 cause each dice has a 1/6 chance to roll a 1