Units of Measure
Length and Distance

# 6 inches is what percent of a yard?

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6 inches is what percent of a yard (36 inches):

= 6 / 36

= 0.166667

Converting decimal to a percentage:

0.166667 * 100 = 16.67%

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## Related Questions 600% of 6 inches = 600% * 6 = 6.0 * 6 = 36 inches or 1 yard 1 yard = 36 inches so 1/6 yard = 36/6 inches = 6 inches. 36 inches = 1 yard 6 inches = 1/6 of a yard  36 inches = 1 yard6 inches = 6/36 = 1/6 of a yard 1 yard = 3 feet And 1 foot = 12 inches Therefore 1 yard = 36 inches And 4 yards = 144 inches 144/6=x/100 x=2400 2400% There are 12 inches in one foot, and 3 feet in one yard, so 1 yard and 6 inches equals 42 inches  9 inches is 75 percent of one foot, 25 percent of one yard, and 900 percent of one inch. Depends on what you are taking half of. If you are talking about half a foot then 6 inches and half a foot are the same. If you are talking about half a yard then 6 inches is less than half a yard by 12 inches since a yard is 36 inches. A half of 6 inches is 3 inches and therefore smaller. 6 inches equal to 0.166666667 yard 1 yard equals 36 inches 2 feet equals 24 inches plus 6 inches 36 24 6 total inches 66 inches If you mean 'how many yards do 216 inches make', the answer is 6 yards. There are 36 inches in a yard. 216/36 = 6 yards 6 inches is 1/6 of a yard, so a cubic yard of concrete will cover 6 sq yards = 54 sq ft 6 yards1 yard = 36 inches215 inches = 215 inches * 1 yard/36 inches = 5.97 yardsthus;6 yards > 215 inches There are 36 inches in one yard. Therefore, 5/6 yards is equal to 5/6 x 36 = 30 inches. A yard stick being 36 inches, 24% is 8.64 inches that dosent make sence . how many inches are in 1 sixth of a yard . three feet in a yard 12 inches in a foot . figure it out . 1 foot = 12 inches 3 feet = 1 yard = 36 inches 24/36 = 2/3 = 66.667% There are 150 inches in 4 yards 6 inches. 1 yard = 3 feet = 36 inches 4 (yards) * 36 (inches) = 144 inches 144 + 6 (inches) = 150 inches  There is 36 inches in a yard. So it would be 6 yards. How many 1/6th are in a half a yard  ###### Length and DistanceMath and ArithmeticUnits of MeasurePercentages, Fractions, and Decimal ValuesAlgebra Copyright © 2020 Multiply Media, LLC. All Rights Reserved. The material on this site can not be reproduced, distributed, transmitted, cached or otherwise used, except with prior written permission of Multiply.