Mathematical Analysis

Calculating percentages is easy enough when you get the hang of it but here's a simple method that requires little to no thinking; I'll divide the process in easy steps:

1. Round up your bill to the nearest even dollar amount. An example of this would be to round a 27.59$ check total to 28$.

2. Take the 28$ (the amount of the rounded number) and divide that number by two. In our case, 28$/2 is 14$.

3. Add the two numbers together (in our case, 28+14 --> 42) and add a zero to it. 42 becomes 420.

4. Convert the result from Step 3 (the 420) to dollars/cents by placing a decimal in front of the last two numbers. In our case, 4.20$.

This is roughly 15% of the original 27.59$. And that's all there is. Of course, there are multiple methods to attaining the 15%, some that are less lengthy, but this one is most likely the easier one out of them all.

what are the limitations of forier series over fourier transform

Placing a question mark at the end of a phrase does not make it a sensible question. Try to use a whole sentence to describe what it is that you want answered.

Drop per foot doesn't care about length of run, it depends on pipe size. Pipe larger than 2" needs only 1/8" per foot (37.5" fall for 300'), 2" and smaller needs 1/4" per foot (75" fall for 300')

In a perturbed system, writing the equations of motion in a form where the contribution of fast variables is replaced by their average on the corresponding invariant torus.

1, 2, 4, 7, 24 and 28 are all the multiples of 28

it represents the radius because radius is half the diameter and diameter is across the whole circle

For a 7-foot pool table, the baulk line is typically located 29 inches from the head cushion. The D circle, which is centered on the baulk line, has a diameter of 11.5 inches. This means the radius of the D circle is 5.75 inches, with the center point of the D positioned at the midpoint of the baulk line.

The Discrete Fourier Transform (DFT) is used in digital signal processing to analyze the frequency content of discrete signals. It converts time-domain signals into their frequency-domain representations, enabling the identification of dominant frequencies, filtering, and spectral analysis. By efficiently transforming data, the DFT facilitates various applications, including audio and image processing, communication systems, and data compression. Its computational efficiency is further enhanced by the Fast Fourier Transform (FFT) algorithm, making it practical for real-time processing tasks.

To translate mathematical phrases into numerical expressions, first identify the key terms and operations involved. For example, phrases like "sum" indicate addition, while "product" suggests multiplication. Next, convert the words into numbers and symbols based on their mathematical meanings. Finally, organize the components correctly to form a valid mathematical expression.

The relationship between the number of curtains made and the yards of fabric needed can be described by a linear equation. Specifically, if each curtain requires a fixed amount of fabric (let’s say (x) yards), the total yards of fabric needed can be calculated using the formula (y = mx), where (y) is the total fabric needed, (m) is the number of curtains, and (x) is the fabric required per curtain. This means that as the number of curtains increases, the total fabric required increases proportionally.

Oh, dude, so like, you know how in differential calculus you can find the rate of change of a function, right? Well, in this case, you'd calculate the derivative of the creep strain function with respect to time to get the creep strain rate. It's like finding out how fast your patience is running out while waiting in line at the DMV.

The Discrete Fourier Transform (DFT) is a specific mathematical algorithm used to compute the frequency spectrum of a finite sequence of discrete samples. In contrast, the Discrete-time Fourier Transform (DTFT) represents a continuous function of frequency for a discrete-time signal, allowing for the analysis of signals in the frequency domain over an infinite range. Essentially, the DFT is a sampled version of the DTFT, applied to a finite number of samples, whereas the DTFT provides a broader, continuous frequency representation of the signal.

17/25 = 68%. In most American grading systems it would be a D, but it really depends. Sometimes a 68% could be a very good score, sometimes it is a very bad score.

Functional magnetic resonance imaging (fMRI) is particularly useful for detecting brain areas active during mathematical calculations. This technique measures changes in blood flow associated with neural activity, allowing researchers to identify regions that are engaged while performing specific tasks. Combining fMRI with cognitive tasks can help pinpoint areas involved in numerical processing, problem-solving, and mathematical reasoning. Additionally, electroencephalography (EEG) could complement fMRI by providing real-time data on electrical activity in the brain during these calculations.

In real life soccer, at the fast pace, only one thing is used. Its estimating.

However, speed and velocity can be considered, like how much force a goalkeeper should exert to get the ball away, the angle of the shot to determine the rebound, all these are demonstrated in soccer. The curve can also be calculated using math, at a higher level, if need be.

Even an inch perfect cross is not spot on, so the most powerful tool is estimating.

Whats written above is true, but real math IS used in soccer. You need to know your angles (shooting location), the goalie has to use probability, etc. There's a lot. Really

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none of its true hon. you dont have to do math and you dont need to no what do your math means really all it means is dont stand around not doing anything you have to get your feet moving and get ready for the ball to come to you and then you strick and that easy its your ball.

That would depend entirely on the size(s) of the pieces of cheese. And, of course, the size of your mouth.

Answer those two variables, and the solution is simple geometry.

The horizontal axis is the real numbers.

It is 2.7*10^20

Assuming that you do not wish to go out without a shirt on, etc, there are 8 possible outfits.

you can easely calculate it:

the original measurements: 6(bottom)*6(height)*½=18

double the base half the height: 12*3*½=18

so it remains the same

22 x 5 = 20

I'm not sure what you are asking.

There are infinite limits, which are when the ends of a function go on to infinity and don't approach an asymptote. They have no maximum/minimum and can reach every point on the number line.

There also are indefinite integrals, which is the area between a curve and a line (say the x-axis), without a bounded region. These end in +C because the constant that may have been lost in the derivation process is unknown. If you have a point on the curve, you can find what C is, but in the neantime, an indefinite integral simply put is the area under a curve.

Because a rhombus which is rotated through 180 degrees will coincide with itself.

A deterministic system is one that produces predictable set of outputs given a set of specific input parameters. The outputs of a probabilistic system, on the other hand, always vary.