Home > categories > Construction & Real Estate > Tile > If there are 8 red tiles and 3 white tiles in pattern 1, 10 red tiles and 6 white tiles in pattern 2?
Question:

If there are 8 red tiles and 3 white tiles in pattern 1, 10 red tiles and 6 white tiles in pattern 2?

and 12 red tiles and 9 white tiles in pattern 3, how many white and red tiles will there be in pattern 6 and pattern 10?Thanks!

Answer:

18 red and 18 white in 6 26 red and 30 white in10
Simple Red White 8 3 8 3 10 6 12 9 14 12 16 15 18 18 Pattern 6 20 21 22 24 24 27 26 30 Pattern10
The answer is: In pattern 6: 18 Red Tiles and 18 White Tiles In pattern 10: 26 Red Tiles and 30 White Tiles Look at the pattern for your answer. How do the number of tiles change each pattern? The answer is that Red Tiles increase by two (2) tiles each pattern and White Tiles increase by three (3) each pattern. So the patterns are as follows: Pattern / RED / WHITE Pattern 1 / 8 / 3 Pattern 2 / 10 / 6 Pattern 3 / 12 / 9 Pattern 4 / 14 / 12 Pattern 5 / 16 / 15 Pattern 6 / 18 / 18 Pattern 7 / 20 / 21 Pattern 8 / 22 / 24 Pattern 9/ 24 / 27 Pattern 10 / 26 / 30 So, as aforementioned, the answer is: In pattern 6: 18 Red Tiles and 18 White Tiles In pattern 10: 26 Red Tiles and 30 White Tiles

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