Three different lines on a plane divide it into k regions, which do not overlap. The number k cannot be
a)7
b)6
c)5
d)4
e) k could be any number

Question

07-08-2017
Mathematics

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Three different lines on a plane divide it into k regions, which do not overlap. The number k cannot be
a)7
b)6
c)5
d)4
e) k could be any number

Respuesta :

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jimthompson5910 jimthompson5910 · Answer 1 · 2017-08-07T05:01:27+02:00

jimthompson5910 jimthompson5910

07-08-2017

Answer: Choice E) k could be any number

See the four attached images to see examples of each partition.

Each attachment corresponds to a different k value.

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Three different lines on a plane divide it into k regions, which do not overlap. The number k cannot be a)7 b)6 c)5 d)4 e) k could be any number

Respuesta :

Otras preguntas

Three different lines on a plane divide it into k regions, which do not overlap. The number k cannot be
a)7
b)6
c)5
d)4
e) k could be any number