sandy has a black hat in her closet. she also has a red shirt, a blue shirt, and a purple shirt. sandy has green pants and orange pants. how many different combinations can sandy make. how do i figure this out and explain please. thanks,
(Number of ways to do first thing) * (Number of ways to do second thing) = number of ways to do BOTH things. How many hat options does she have? How many shirt options? How many pants options?
am i correct to say 3 (shirts) x 2 (pants) =6 combinations
Here's a similar problem. Suppose I flip a coin and roll a die. How many possible outcomes could I get? Well, I could get 6 different possibilities from rolling the die. 1,2,3,4,5,6. For each of those possibilities, I could flip heads or tails. So my possibilities are: 1 & heads 1 & tails 2 & heads 2 & tails 3 & heads 3 & tails 4 & heads 4 & tails 5 & heads 5 & tails 6 & heads 6 & tails 6 possibilities for the first thing. 2 for the second. 6 groups of 2. 6*2 = 12 possibilities.
Correct for shirts and pants =D
And I believe you're meant to assume the hat options are simply "hat" or "no hat"
she has one hat
Okay, so the problem doesn't say, but it matters whether these are considered different outfits: |dw:1335996485375:dw|
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