Math / Discrete

QuestionSuppose workers at a pet shelter would like to post pictures of 6 cats and 6 dogs that are up for adoption. In how many ways can the pictures be lined up on the website if they are to alternate between dog and cat, beginning with a dog's picture? $\square$
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Studdy Solution
Calculate the total number of arrangements by multiplying the number of arrangements for dogs and cats:
$\text{Total Arrangements} = 6! \times 6!$
The total number of ways to arrange the pictures is:
$\boxed{518400}$

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