The proportion of students who like both building snowmen and skiing
<span>50/110 </span>
percent is 50/110 * 100 = 45%
<span>part b) </span>
Of the students who don't like building snowmen,
what is the probability of choosing a student who does not like skiing as well?
<span>There are 50 students who don't like building snowmen. </span>
There are 20 students who don't like skiing and don't like building snowmen.
<span>probability is is 20/50 = 2/5</span>
Answer:
Problem 1: n = 16
Problem 2: n = -1
Step-by-step explanation:
Problem 1:
-3n + 48 = 0
We solve the equation for n.
First, subtract 48 from both sides.
-3n = -48
Now divide both sides by -3. This cancels out the negative on both sides:
n = 16
-2n + 10 -5n = 17
First, combine the terms with n:
-7n + 10 = 17
Now, combine the numbers that don't have n (subtract 10 from both sides).
-7n = 7
n = -1
Answer:
$50.54
Step-by-step explanation:
$66.00 x .30 = $46.80 x .08 = 3.74 + 46.80 = $50.54
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