Discrete - Each recorded data has a particular whole value e.g. Number of pencils in pencil cases, Number of correct answers in a test Continuous - The recorded data can have any value in a given range e.g. Height of students, Time taken to run 100m
more clearly, very clearly, the most clearly
more clearly
In the equation x = 3, if x = 3, the equation is true, if x has any other value, it is not. The value of any other variable, such as y, is irrelevant. I would say that the answer is 0 because otherwise y is part of the equation which clearly it isnt.
It means that it was hard to understand. For example, Janie's idea was not clearly expressed. David couldn't tell if she wanted pink tutus or trolls in muumuus!
A discrete topology on the integers, Z, is defined by letting every subset of Z be open If that is true then Z is a discrete topological space and it is equipped with a discrete topology. Now is it compact? We know that a discrete space is compact if and only if it is finite. Clearly Z is not finite, so the answer is no. If you picked a finite field such a Z7 ( integers mod 7) then the answer would be yes.
In this molecule the electrical charges are clearly separated.
If it is called the "y-axis", that means it refers to variable "y".
An operational variable is a variable that is defined and measured in a specific and observable way so that it can be clearly understood and used in research or study. It helps to ensure that data collected is consistent and allows for accurate comparisons and analysis.
Changing only one variable in an experiment allows researchers to clearly determine the effect that variable has on the outcome. If multiple variables are changed, it becomes difficult to identify which variable is responsible for the observed results. This helps to ensure that the results are reliable and can be accurately interpreted.
No, date of birth is an ordinal variable. Ordinal variables are similar to categorical variables except that an ordering of the values is possible. With date of birth there are obviously many possible day/month/year "categories" but they are discrete and can clearly be ordered from highest to lowest or vice versa.A categorical variable might be something like animal type. Each animal type fits into a class, but there's no intrinsic ordering of cow, sheep, pig for example.Date of birth itself is not an interval variable either. It doesn't make a lot of sense to talk about "average date of birth" for example. But of course, date of birth can be convertedto an interval variable (i.e. age) simply by subtracting it from another date (e.g. today's date).
Clearly defined and explicitly precise. Also, known for certain
An experiment is designed to have only one independent variable at a time in order to clearly identify and understand its effect on the dependent variable. This helps to avoid confusion and ensures that any observed changes in the outcome can be attributed to the single independent variable being tested.
Changing only one variable at a time in an experiment allows us to clearly identify the effect of that specific variable on the outcome. By isolating variables, we can determine causality and understand the relationship between the variable being tested and the results observed. This approach helps in drawing reliable conclusions and making accurate predictions.
Changing only one variable allows the investigator to clearly determine the effect that particular variable has on the outcome of the experiment. This helps in establishing a cause-and-effect relationship between the variable being tested and the observed result. Manipulating multiple variables simultaneously can introduce complexity and confound the results, making it harder to draw accurate conclusions.
Usually the independent one, but you're free to draw the graph any way you want, as long as you label it clearly.
You should usually put the independent variable on the x-axis (horizontal) and the dependent variable on the y-axis (vertical). This helps to clearly show the relationship between the two variables being plotted.