The number of interceptions made by a defensive back is definitely countable because it is finite and also it is not continuous because each interception is different and is unique. That is to say, one interruption happens and then then next. They do not happen in a continuous manner.
Thus, the number of interceptions made by a defensive back are countable and are discrete. Having a look at the options we can see that Option C matches as it says "the variable is discrete because it is countable".
Thus Option C is the answer.
Answer:
1) b would be easier because it’s 1/2bh and since the base of 10 is easily divisible by 2 you don’t have to deal with fractions.
D=sqrt (x2-x1)^2+(y2-y1)^2
D=10
Step-by-step explanation:
Answer:
x^12
Step-by-step explanation:
Answer:
Step-by-step explanation:
It's easier to start by putting this into fraction form.
1 1/4
Then put the fraction into a decimal.
1 1/4 is the same as 1.25
After that, turn the decimal into a percentage.
1.25 turns into 125%
The value would be $2.53 million.
Set up a proportion to solve this:
7.6/78 = x/(78-52)
[7.6 million for 78 years; x million for 78-52 years remaining]
Cross multiply:
7.6(78-52) = x*78
7.6(26) = 78x
197.6 = 78x
Divide both sides by 78:
197.6/78 = 78x/78
2.53 = x
