answersLogoWhite

0

🎒

Mathematical Analysis

Mathematical analysis is, simply put, the study of limits and how they can be manipulated. Starting with an exhaustive study of sets, mathematical analysis then continues on to the rigorous development of calculus, differential equations, model theory, and topology. Topics including real and complex analysis, differential equations and vector calculus can be discussed in this category.

2,575 Questions

What is 1.75.6?

A decimal number can't have two decimal points in it

How many bags of cement for concrete topping of 2 inches thick?

The answer will depend on how large and area you want the topping for. Without that information, no sensible answer is possible.

What does 257 round to?

To the nearest ten it is 260

To the nearest hundred it is 300

How do you find the dot product ab of two vectors if you know their lengths and the angle between them?

<ab> = |a|*|b|*cos(x) where

|a| is the length of the vector a,

|b| is the length of the vector b,

and x is the angle between them.

What is four hundred billion in scientific notation?

400,000,000,000

count places from the right to just before the 4

4.0 X 10^11

Which date in February will Kevin first water both plants together if he waters his ivy every third day and waters his cactus every fifth day?

Ivy: Feb 3rd, Feb 6th, Feb 9th, Feb 12th, Feb 15th

Cactus: Feb 5th, Feb 10th, Feb 15th

February 15th is the first date that both have in common.

What is the main invention of ramanujan?

He was an amazing Indian mathematician who wrote many papers on number theory and several other fields of math. It is pretty hard to say what he invented when there are so many famous papers and finding for which he deserves credit.

What is the application for vector calculus?

Measures of motion (displacement, velocity, acceleration) and forces are all vectors so any study involving these would require vector calculus.

1.2 million divided by 3?

.4 Million+400,000+four-hundred-thousand=1.2 million

What is the lowest common denominator for 14 and 16?

Technically, 14 and 16 are integers, so they already share a common denominator of 1.

If you are asking how to find the lowest common denominator when the numbers on the bottom of a fraction are 14 and 16, you factor them both and only use common factors one time. Since 14 and 16 only share one common factor (2), you need to multiply 7 x 8 x 2, with a product of 112

If both numerators were even. (The two numbers on top of the fractions were also even), you can factor out the 2, getting you down to 56.

Cool question.

Applications of laplace transform in computer science?

We are using integrated circuits inside the CPU. Laplace Transformations helps to find out the current and some criteria for the analysing the circuits... So, in computer field Laplace tranformations plays vital role...

Why is the need of study of algorithm?

To make sure that a program, or a routine within it, it doing what you want it to do.

Is the gamma function unique as an analytic continuation of the factorial function?

No it isn't! The function G(x) := Gamma(x) * (1 + c * sin(2 * pi * x)) with 0 < c < 1 is such an example. Both, the Gamma-function and G have the properties f(x+1) = x * f(x) and f(1) = 1. That's why one needs a third property to define the gamma function uniquely.

How many zeros are in a milimitre?

1 millimeter is 1/1000 th of a meter

so it depends on how you write it. 1 mm has NO zeros but if written in its equivalent form as meters, 0.001 m, then, not counting the beginning zero, there are 2 zeros.