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Mathematics 8 Online
OpenStudy (anonymous):

help!!!plz

OpenStudy (anonymous):

Tile setters use small tiles in the shape of hexagons to create all sorts of decorative patterns. In the pattern below, a central red tile is surrounded by bigger and bigger six-sided rings of colored tiles. Only three colored rings are shown, but larger rings of white tiles surround the ones you see here.

OpenStudy (jerudavis):

wat

OpenStudy (anonymous):

Don't count the red tile. The smallest ring has 6 blue tiles in it. The next ring has 12 yellow tiles. Count the number of green tiles in the third ring. Based on the pattern established by the first three rings, how many tiles are there in the 30th ring of white tiles, counting outward from the central red tile? A. 186 B. 174 C. 150 D. 180

OpenStudy (anonymous):

Don't count the red tile. The smallest ring has 6 blue tiles in it. The next ring has 12 yellow tiles. Count the number of green tiles in the third ring. Based on the pattern established by the first three rings, how many tiles are there in the 30th ring of white tiles, counting outward from the central red tile? A. 186 B. 174 C. 150 D. 180

OpenStudy (jerudavis):

a

OpenStudy (jerudavis):

WAT

OpenStudy (jerudavis):

@CupcakeQueen10

OpenStudy (anonymous):

the link is a pick that goes with the question

OpenStudy (jerudavis):

OK THATS CORRECT WAT I TOLD U

OpenStudy (anonymous):

thank u

OpenStudy (anonymous):

Wouldn't It be D cause your basically what your doing is multiplying 6 by the number of the ring Like the first one is 6 Then the second one is 12, so 6•2=12 So wouldn't the 30th ring be 180, so 6•30=180 Right?

OpenStudy (anonymous):

sorry i can't help right now cause i need to go bye! :)

OpenStudy (anonymous):

i see you got answers anyway so bye!

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