Six less than w can be represented as: w-6
It depends on the value of w. w < 6 then 6w < 36 w = 6 then 6w = 36 and w > 6 then 6w >36
15-w
less than
w - 18
It is (W - 6) feet where W is the width measured in feet.
Six less than a number w squared is written algebraically as w2 - 6
It is (6 + w) - 14
It depends on the value of w. w < 6 then 6w < 36 w = 6 then 6w = 36 and w > 6 then 6w >36
6-w2
15-w
less than
"3 times less than W" can be interpreted as W minus three times W. In mathematical terms, this would be W - 3W, which simplifies to -2W. Therefore, 3 times less than W is -2W.
w - 18
w-8
It is (W - 6) feet where W is the width measured in feet.
6 less than x-6 is x-12, and that equals 8 if x is 20 and is less than 8 if x is less than 20.
To find the percentile for the data value 6 in the given dataset, we first need to count all the values, excluding 'W' (which likely represents missing data). The dataset contains the values: 4, 8, 6, 4, 4, 6, 4, 2, 5, 9, 4, 8, 6. There are 13 numeric values total. The value 6 appears three times, and there are 10 values less than or equal to 6. The percentile rank of 6 is calculated as (number of values less than or equal to 6 / total number of values) × 100, which gives (10/13) × 100 ≈ 76.9. Thus, the 6 is approximately in the 77th percentile.