Each side of the regular hexagon below measures 8 cm. What is the area http://media.education2020.com/evresources/3111-13-03/mc024-1.jpgof the hexagon?
Do you know any formula or should we be doing this right from the beginning?
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yea
Find the "?" using Pythagorean Theorem.
Hmm -- I'm not so good at explaining this.
no
A=ns^2/4tan(180degrees/n)
where n=number of sides and s=length of each side
A=166.28 cm2
i mean cm^2
\[96\sqrt{3}\] \[192\sqrt{3}\] \[384\sqrt{3}\] \[768\sqrt{3}\] which one would be the best answer
\[96\sqrt{3}\]
what about this one
What is the value of sec mc001-1.jpg in the triangle below? http://media.education2020.com/evresources/3111-13-05/mc001-2.jpg
What is the value of sec theta in the triangle below?
is there any choices?
\[9/41\]
9/40
41/40
41/9
41/9 because sec theta =hypotenuse/ adjacent
i had that but i wasnt sure
Which equation finds the value of x in the triangle below?
12tan20 degrees
its not part of my choice
what is the choices?
i fail the test
i send you that question before you gave me the wrong answer
send me again the question
i even gave you the choice for is
the sec theta?
Which of the following is the domain and range of csc theta? do this instead
choices plz
range: all real numbers
domin: http://media.education2020.com/evresources/3111-13-05/mc020-3.jpg range: http://media.education2020.com/evresources/3111-13-05/mc020-4.jpg
i don't know that next question
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