Answer:
2 male students didn't visit six falgs.
Step-by-step explanation:
Hello!
You have the following information:
The class has 10 male students and 14 female students.
From the females, 8 visited six flags over Georgia.
And from the total of students of class 16 visited the six flags over Georgia.
Using this information you have to calculate the number of male students that did not visit six flags.
First step: Calculate the number of male students that visited six flags.
The total of students that visited is 16 from those 8 are female then 16 - 8 = 8 male students visited six flags.
Second step: Calculate the number of students that didn't visit it.
From the total of male students in the class, 8 visited six flags so 10 - 8 = 2 male students didn't visit six flags over GA.
I hope this helps!
You start off with 4*(cos(x+(pi/3)))
Let's place the 4 aside for the time being:
Cos(u+j) = cos(u)*cos(j) - sin(u)*sin(j)
cos(x+(pi/3)) = cos(x)*cos(pi/3) - sin(x)*sin(pi/3)
cos(x+(pi/3)) = cos(x)/2 - (sqrt(3)/2)*sin(x)
Multiplying by the 4 we put aside:
4*cos(x+(pi/3)) = 2*cos(x) - 2*sqrt(3)*sin(x)
The correct answer is B
Answer:
Option C. Anna and Sara
Step-by-step explanation:
<u><em>The complete question in the attached figure</em></u>
Let
h ----> the minimum height h in inches necessary to ride a certain roller coaster
we have
The solution for this inequality is the interval [48,∞)
so
The value of h must be greater than or equal to 48 inches
<u><em>Verify who can ride the roller coaster</em></u>
1) Miguel 42 in
substitute the value of h in the inequality
----> is not true
therefore
Miguel can't ride the roller coaster
2) Patrick 45 in
substitute the value of h in the inequality
----> is not true
therefore
Patrick can't ride the roller coaster
3) Anna 48 in
substitute the value of h in the inequality
----> is true
therefore
Anna can ride the roller coaster
4) Sara 52 in
substitute the value of h in the inequality
----> is true
therefore
Sara can ride the roller coaster
Answer:
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Step-by-step explanation:
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