Categorical variables can assume values from a range of possible options, whereas quantitative variables can assume possibly infinitely many values from a certain number range.
So, the answer is "the colour of the bookshelf", because there can only be a limited number of possible colours for the bookshelf, whereas its width (no matter the unit measure) and height could be any number.
Distribute the 6 to each term:
6(a)+6(2b)+6(3c)
Multiply the 6 to each of the terms:
6a+12b+18c
There are no like terms, so 6a+12b+18c is your final answer.
- Area of the shaded part of the overlapping region is 34 sq cm
To start with, we are told that the two shapes are squares. This means that they have the same length and breadth. From the diagram, we can see that one of the sides of the squares is 17 cm. This means that the squares are a square of 17cm in length.
If the original length is 17, and the overlapped length of the figure we have is 30 cm. Then we can say that since there exist 2 squares, 30/2 = 15 cm. If the overlapped length is 15 cm, this means that the part that is shaded is 2 cm in length.
<em>Applying area of a rectangle formula</em>
- length * breadth = 17 * 2 = 24 cm²
to learn more about area of shaded regions, see here brainly.com/question/10090807
Answer:
23.38 inches of fabric was used for headband for each player.
9.43 inches of fabric was used for wristband for each player.
Step-by-step explanation:
Given that:
Total fabric used on headbands = 888.44 inches
Total number of players = 36
Total number of coaches = 2
Total number of people for whom headbands were made = Number of players + Number of coaches = 36 + 2 = 38
Amount of fabric used for each one = Total fabric used for headbands divided by Total number of people
Amount of fabric used for each one = ![\frac{888.44}{38}=\bold{23.38\ inches}](https://tex.z-dn.net/?f=%5Cfrac%7B888.44%7D%7B38%7D%3D%5Cbold%7B23.38%5C%20inches%7D)
Similarly,
Total fabric used on wristbands = 339.48 inches
Total number of players = 36
Amount of fabric used for each one = Total fabric used for headbands divided by Total number of players
Amount of fabric used for each one = ![\frac{339.48}{36}=\bold{9.43\ inches}](https://tex.z-dn.net/?f=%5Cfrac%7B339.48%7D%7B36%7D%3D%5Cbold%7B9.43%5C%20inches%7D)
Four thousand two hundred and twenty five ways