Answer:
b. quantitative, continuous
Step-by-step explanation:
Since here Dog = 0.07
Cat = 0.1
Snake = 0.12, and so on.
It is a numeric form So, it is <em>quantitative</em> data. And we can't count them(it include numbers between two natural number) so it is <em>Continuous</em> Variable.
The variable which is in numeric form is called Quantitative Variable. Example: Weight, Marks, etc.
And, the variable which we can't count is known as Qualitative Variable. Example: Smoking, Non- Smoking, etc.
Further Quantitative Variable can be divided into two parts:
- Continuous
- Discrete
The variable which we can count is known as the Discrete variable. It includes the natural numbers only. Example: Number of apples, Number of senior citizens in a particular area, etc.
The variable which we can't count is known as Continuous Variable. Example: Height, Weight, etc.
Answer:
if you have a total of 679 peaches and you split them up into 4 different groups, you will have 169 whole peaches in each but you'll have .75 of a peach left over.
Step-by-step explanation:
Answer:
9 rectangular tables and 7 sqaure tables
Step-by-step explanation:
9 x 8 = 72
100-72=28
4x7=28
What do the two variables in this system represent?
the two variables represent the number of hot dogs or soft drinks you will get.
Write a system of equations to represent the model.
let s = soft drinks and let h = hot dogs
3s+2h=7.70
2s+h=4.55
What is the cost of 1 soft drink? <u>$1.4</u>
What is the cost of 1 hot dog? <u>$1.75</u>
Solving for the above two questions
<u>solve the second eqaution for h:</u>
2s+h=4.55
subtract 2s
h=4.55-2s
<u>substitute this into the first equation:</u>
3s+2(4.55-2s)=7.70
distribute the 2
3s+9.1-4s=7.70
add like terms
-s+9.1=7.70
subtract 9.1
-s=-1.4
divide by -1
s=1.4
<u>substitute into the equation for h:</u>
h=4.55-2s
h=4.55-2(1.4)
h=4.55-2.8
h=1.75
The answer is A. the force will always pull back a lot deals with gravitational pull
