verify Euler's formula for the following figure
also explain how the faces came
as an answer.
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Answered by
1
in the given figure
faces=9
vertices=9
edges=16
according to euler formula:
F+V-E=2
LHS=
9+9-16=2
which is equal to RHS
hence verified
faces=9
vertices=9
edges=16
according to euler formula:
F+V-E=2
LHS=
9+9-16=2
which is equal to RHS
hence verified
Anonymous:
can you tell me how you got faces as nine?
Answered by
1
f+v-e=2
f=9
v=9
e=16
=>9+9-16=18-16=2
hence verified
no. of faces =9
because 5+4=9
5faces of cube(top is not included)
and 4 of triangular par(base is not added)
f=9
v=9
e=16
=>9+9-16=18-16=2
hence verified
no. of faces =9
because 5+4=9
5faces of cube(top is not included)
and 4 of triangular par(base is not added)
thankyou sooooo much
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