Consider a regular hexagon A B C D E F (not shown). By joining midpoints of consecutive sides, a smaller regular hexagon M N P Q R S is formed. Find the ratio of areas A M N P Q R S A A B C D E F
Consider a regular hexagon A B C D E F (not shown). By joining midpoints of consecutive sides, a smaller regular hexagon M N P Q R S is formed. Find the ratio of areas A M N P Q R S A A B C D E F
Solution Summary: The author calculates the apothem and side length of the regular hexagon ABCDEF by using Pythagoras' theorem.
Consider a regular hexagon
A
B
C
D
E
F
(not shown). By joining midpoints of consecutive sides, a smaller regular hexagon
M
N
P
Q
R
S
is formed. Find the ratio of areas
Data Analysis
DeltaMath Student Applical X
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Quizez And Tests Cancer reserch
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SCP
Step
Reason
Statement
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1
Given
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2
ACCA
Reflexive Property
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Type of Statement
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A
Feb 14
If given is the graph of f(x), then how does the graph of modulus of f(x) will look like(roughly)?
Melissa claims the triangles are similar. Is her claim correct? If her claim is correct, state the transformations that map
△MNO
△MNO
onto
△PRQ.
△PRQ.
If her claim is not correct, explain why.
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