Knowledge in maths content

MATHEMATICS-3

It briefs about Maths-3.

Maths Ch-5 Quick notes

This are quick referral notes for the chapter 5 of maths from the book Advanced Engineering Mathematics. (1st year)

Maths Ch-9 & 10 Quick notes

These are some quick referral notes for Ch-9 & 10 of book Advanced Engineering Mathematics (1st year).

Maths Ch-11 & 19 Quick notes

These are quick referral notes for maths Ch-11 & 19 of book Advanced Engineering Mathematics (1st year).

Mathematics questions without answers

This document contains mathematics questions like 1.partial differentiation. 2.mean value theorems. 3.matrices. 4.maxima and minima. 5.eigen values and eigen vectors. 6.first order linear differential equations. 7.eulers method.

LAGRANGES INTERPOLATION METHOD Problems 1

LAGRANGES INTERPOLATION METHOD 1 problems are given in it

Maths(line)

Line chapter

Maxima minima -2 for first year student

You will love these it contains all you need check out my other content

Class 11 maths sample paper

Class 11 maths sample paper

Maths 2nd Semster Question Paper

This file contains Question paper for maths. this is for BBA or BCOM students as well as Class 12 students. Any one can solve this paper.

Previous year Applied Maths-1 Solved Question papers MU

Previous year solved question paper of Applied maths-1 Which will definitely help students to get overview of paper patter,Marking system,And also helpful for last minute preparation

Maths- All around us!!!!!!!!!!!!!!

1- maths is all around us. it's almost impossible to think of something that's made without the help of mathematics.2- buildings transport technology medicine even clothes and food or rely on numbers measurements and sums .1- from simple shelters to entire futuristic cities, buildings and structures are everywhere, they are essential to our existence2-mathematics makes mind-blowing structures possible. without maths life would be different. bridges would collapse, skyscrapers wouldn't exist and buildings would be wonky and unsafe. in fact we might still be living in caves.1- architecture and mathematics have always been closely linked. ancient history shows how early civilizations constructed buildings with mathematical properties.2- as civilization and mathematics advanced, architects used more complicated types of maths to master design and structure. for example in medieval times when architects wanted to construct taller buildings they relied on maths to precisely calculate shapes which support the weight of high walls.1- we can see these forms in arches that distribute forces evenly through key points in buildings, just like a spider's web. they are pushing the weight in all directions around the opening. this principle is especially used in bridges where cables or arches distribute forces to their heavier parts of the structure on the ground.2- gravity is one of the main problems in architecture that math solves. take a skyscraper for example, such a tall building needs a strong foundation, also the lower stories of a building are constructed of heavier materials than the upper floors so the building won't collapse into itself.1-maths also helps architects design structures that will withstand lots of strong forces like wind or earthquakes without falling down. this is why buildings are constructed with strong but flexible materials, so the building stands still on the ground but can move a little in the upper storeys.2- nowadays architects even use glass construction for the tallest skyscrapers. all thanks to maths!! also, it's possible to prevent heat loss and wasted energy with mathematical calculations.1-they can even help design weirdly shaped concert venues and opera houses to improve the acoustic sound. technology may be advancing rapidly each year but the mathematical principles underpinning architecture have remained the same for centuries2- proving again that maths really is all around us.