dmarain For any function f, the y-int is f(0). For a polynomial, this will be the constant term since all other terms will have a variable. Thus for y=ax^2+bx+c, c is the y-int. Completing the sqr produces y=a(x-h)^2+k. (h,k) locates the vertex of the parabola.
Everyone's comments are most appreciated. Thanks for correcting the errors. I'm sure I made others! As far as wasting time, point well taken. I need to tighten up my presentation. I'm not following a tight script.
dmarain For any function f, the y-int is f(0). For a polynomial, this will be the constant term since all other terms will have a variable. Thus for y=ax^2+bx+c, c is the y-int. Completing the sqr produces y=a(x-h)^2+k. (h,k) locates the vertex of the parabola.
MathNotationsVids 2 months ago
at 3:48, don't you have to complete the square for the last term to be the y-intercept?
gayglue 2 months ago
Wadworth's constant applies
johnnynapalmiv 3 months ago
Everyone's comments are most appreciated. Thanks for correcting the errors. I'm sure I made others! As far as wasting time, point well taken. I need to tighten up my presentation. I'm not following a tight script.
MathNotationsVids 11 months ago
seriously, 2 minutes and no maths
TOMTOM171717 11 months ago
i think you should dive straight in to the math, people who don't like maths can work that out for themselves
TOMTOM171717 11 months ago
Also in the second video a little mistak..it should be:
Also in this video a little mistake: 1 - (x^2)/6 + (x^4)/120 - ..... (So, not x^5)
StefanoCiampichetti 1 year ago
Hey my friend! Good vid! But you made a mistake: It is: 1 - 1/6x + 5/6x^2
StefanoCiampichetti 1 year ago
first post. woot
TLMCiSkyzz 1 year ago