What does the hrizontal axis represent?
The domain. The independent variable. The x values in a function or two variable equation.
Normally, the numbers on the horizontal axis represent the data you start with to figure out what will happen when you apply a function to those numbers. In a linear equation, y=3x+2 will cross the horizontal axis at (-2/3, 0), and will cross the vertical axis at (0,2), creating a line that moves upward to the right as the values on the horizontal axis increase.
Why is plotting a graph important for laboratory?
A simple method of averaging results is to draw a straight line graph and determine its slope and intercept. Every 'point' plotted on the graph has two coordinates. Since each coordinate is obtained as a result of some measurement you've made, it'll have a corresponding "uncertainity". The scale chosen for the axes of the graph must be such that these uncertainities can be shown as an 'error bar' on the graph. Each 'point' in general have an error bar parallel to the x-axis and y-axis. The scales chosen for axes must show up the smallest error bar associated with the particular points. If the scale becomes too small, the error bars will shrink to points and the accuracy of the measurements will be wasted.
On the other hand, if the scale is too large, the error will be larger and the scattered points will make the graph confusing.
The importance of drawing a graph in an experiment is to give a geometric representation about a data set which was taken, which will be well clear than a table of data.
Is medical science an exact science?
No, medical science is not an exact science. In mathematics two plus two is four but in medical science it can be six. Let two mice enter into a box from one end and two mice from another end. Open the box after few months. It can have six mice and in another instance there can be only two mice, two dead. So the range of the result can be two to six. In medical science there is usually a range of facts and figures. It is an inexact science.
t-test
How much are will 16 tiles cover if each tile is a 3 cm by 3 cm square?
It would cover 144 square centimeters.
How are polynomials used in science?
In solving multi variable equations such as in the analysis of MRI or CAT scan data. Several thousand equations in several thousand variables are utilized, impossible without a computer.
Why you are using cosine function in dot product of two vectors?
It comes from the Law of Cosines.
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For any two vectors A and B, the projection of A onto B, that is, the component of A along B, is ab.cos(x) where x is the angle between the two vectors. By symmetry, this is also the projectoin of B onto A.
Does a rectangal have congruent diagnals?
One kind does.Theres the equelateral triangle.It is all the way congruent.
What does name collection box mean?
A name collection box is a math activity in which the student must find different ways to write the number that is in the corner of the box. For example, if the number is five, a student may use five tally marks, a nickel, a pentagon, five pennies, 2+3, 4+1, 11-6, and so on.
Depends. m3 is a measure of volume, and a ton is a measure of mass(weight), so you cannot convert one to another without knowing the density of the object.
the tips are as same as the stock option because they have the same characters
(xn) is Cauchy when abs(xn-xm) tends to 0 as m,n tend to infinity.
What is the difference between function and functional in mathematics?
In order to determine a difference between two aspects in question, the two aspects need to be of comparable nature. This is why this question can not officially be answered due to the simple fact that a functional and a function are two objects in mathematics that are simply incomparable.
The reason a function can not be compared to a functional is because a functional is in fact a class of functions that, by definition, map the elements of a vector space into the field that underlies the particular vector space, which will be either the real or complex numbers more than often. What is interesting is the fact that even though the class of functions is distinguishable from the class of functionals, the very notion of difference becomes nonsense because one class is contained within the other. This would be the same as considering the difference between Americans and humans.
However, the answer to how one is distinguishable from the other simply comes from their definitions. As a final interesting note, notice that though the objects themselves were incomparable, a distinguishment could be made not by comparing the objects themselves, but through comparison associated with the concept of each object. These are in fact quite interesting topics in the philosophy of mathematics and logic, but for now, I believe the main question at hand has been dealt with.
Is there a single trade discount problem and answer online?
I just searched and found 194 trade discount questions, many with answers, on this site alone. Try focusing your search to the "Mathematical Finance" category.