Answer:
See Explanation
Step-by-step explanation:
Required
Function(s) with the same slope as function 1
The question is incomplete as function 1 and the three additional functions are not given.
However, I will provide a general explanation.
A slope is represented as:

Where
slope
So, considering the following equations




The following equations have the same slope
and 
Because:
implies that:
for
and 
Answer:
Option C and D are false
Step-by-step explanation:
All the mentioned option are correct in the given scenario except option C and D.
The reason is that dose is categorized as nil, low and high so, dose is categorical variable. Also, number of tumors is quantitative variable because it can be meaningfully interpreted in numerical form. The number if tumors is discrete quantitative variable.
Now consider all options
A) Gender is categorical ; dose is ordinal
This option is true because gender can be categorized into male and female and also dose is ordinal because it has order i.e. nil,low and high.
B) Gender is discrete; weight is continuous
This option is false because gender can be a discrete variable and weight is continuous variable because it is measurable. So, the statement is true.
Option C and D are already discussed an option E is discussed in option B.
Http://www0.dlshs.org/webpages/hirschs/documents/Chapter6Solutions.PDF this website might have the answer your looking for
B*H = area of rectangle so do 100/5 to get base so Base=20m
Answer:
solve for x, see below
Step-by-step explanation:
not gonna completely solve this cause that's cheating, but I'll set the equations up
1) write equation with x as # months and set gyms A and B = eachother
$195 + $35x = $85 + $45x where x is the number of months to get to the equal point, now solve for x
Subtract 85 from both sides, then subtract 35x from both sides. Then divide both sides by 10
2) Melissa earns $387 per week plus $15x (x is the number of subscribers)
so last week is $507 = $387 + $15x now solve for x. Subtract $387 from both sides, then divide both sides by 15