Juan has<span> $</span>c<span>$ </span>cheesecakes<span>. </span>Clarence has 5 less than 3 times<span> as </span>many cheesecakes<span> as</span>Juan has<span> and </span>Darlene has 2 more than half<span> as </span>many cheesecakes<span> as </span>Clarence has<span>. </span>Find<span> an </span>expression<span>in </span>terms<span> of $</span>c<span>$ for the </span>total number<span> of </span>cheesecakes Juan<span>, </span>Clarence<span>, and </span>Darlene have<span>. Z K Y. The post below </span>
Answer:
182
Step-by-step explanation:
take 520 and multiply by 0.35
So there are 16 cokes in total...
the probability of selecting a cherry coke is 9/16
the probability of selecting a coke zero is 4/16
for there to be no replacement I guess you could combine diet cokes with coke zero because they are both cokes..
I don't know EXACTLY how to get the probability without a replacement.. sorry
Answer:
x=45/2
Step-by-step explanation:
4/9=10/x
cross product
9*10=4*x
90=4x
x=90/4
simplify
x=45/2
Evaluate?
What’s the full question?
