
6-1 Basic Definitions and Relationships (Day 1)
... There are LOTS of formulas to know in this chapter! Study them first BEFORE you do this quiz review. Write a 2-column proof for #1-3. 1. To the right, AB and CD are tangent to O . ...
... There are LOTS of formulas to know in this chapter! Study them first BEFORE you do this quiz review. Write a 2-column proof for #1-3. 1. To the right, AB and CD are tangent to O . ...
fractions
... remainder becomes the top number in the fractional part of the mixed number. To change a mixed number into an improper fraction we multiply the whole number by the bottom number of the fractional part. To this we add the numerator of the fractional part and this sum then becomes the top number of th ...
... remainder becomes the top number in the fractional part of the mixed number. To change a mixed number into an improper fraction we multiply the whole number by the bottom number of the fractional part. To this we add the numerator of the fractional part and this sum then becomes the top number of th ...
3. Exponential and trigonometric functions From the first principles
... Using the Euler formula eiy = cos y + i sin y, the real sine and cosine functions can be expressed in terms of eiy and e−iy as follows: eiy − e−iy eiy + e−iy sin y = and cos y = ...
... Using the Euler formula eiy = cos y + i sin y, the real sine and cosine functions can be expressed in terms of eiy and e−iy as follows: eiy − e−iy eiy + e−iy sin y = and cos y = ...
Pdf - Text of NPTEL IIT Video Lectures
... there is no fluid produced anywhere in the flow or there is no volume of fluid which disappears during the flow. So, if you make this assumptions then we get that the velocity field of a fluid flow is the conjugate of an analytic function. So, let us first start by interpreting what the line integr ...
... there is no fluid produced anywhere in the flow or there is no volume of fluid which disappears during the flow. So, if you make this assumptions then we get that the velocity field of a fluid flow is the conjugate of an analytic function. So, let us first start by interpreting what the line integr ...
Chapter 5
... familiarity with the commonly encountered angles in one rotation of the circle. It is common to encounter multiples of 30, 45, 60, and 90 degrees. The common values are shown here. Memorizing these angles and understanding their properties will be very useful as we study the properties associated wi ...
... familiarity with the commonly encountered angles in one rotation of the circle. It is common to encounter multiples of 30, 45, 60, and 90 degrees. The common values are shown here. Memorizing these angles and understanding their properties will be very useful as we study the properties associated wi ...
Round bracket
... CALCULUS 1 – Algebra review Intervals and Interval Notation Intervals are sets of real numbers. The notation uses square and round brackets to show these sets of numbers. Round bracket – go up to but do not include this number in the set ( 3 , 7 ) - this interval would include all numbers between 3 ...
... CALCULUS 1 – Algebra review Intervals and Interval Notation Intervals are sets of real numbers. The notation uses square and round brackets to show these sets of numbers. Round bracket – go up to but do not include this number in the set ( 3 , 7 ) - this interval would include all numbers between 3 ...