Відео

Came out looking bad azz!!

DAMNIT RICHARD!!!!! Jk 😂

Is this still working?

i dont have claim option

Will it work ? I mean by this method can we get all the abilities that are given in pro version ?

nice drip

Thanks

Yoo thanks bro didn’t know what I learned this whole week 🙏

한국어로도 강의 한번 찍어주실 수 있나요 유학을 오게 되었는데 수업시간에 이해하지 못하는 부분을 유튜브 강의로 대체하고 있는데 설명을 잘 해주시는데 한국어로 부탁드려요!!

I hope your channel grows fasttt 🥺🥺🥺🥺 It really helpful

thank you sir

life saver!!

In the lecture there is a mistake in #15, the correct answer using your calculator is 2.587.

Thank you

You teach this better than my teach 😭✋🏼 I literally didn’t understand anything when she taught it but I understand it much better now 😃😃

3 main parts that I learned were The rule of the parent function determines whether it’s linear, constant, absolute value, or quadratic. The negative means that it is a reflection. The range is the y-axis. -Nicholas Orsatt Per. 4

i learned that there are two ways to solve a system with three variables, substitution and elimination, solve for the variables be either issolating them and substituting or setting the variables equal to the one with anpther variable and add

slope-intercept form is y=mx+b, point slope form is y-y1=m(x-x1) and to find the equation of 2 points is using point slope form and slope intercept form

I learned that y=-2x+2 is an output, a translation 2 units up, and a vertical stretch of 2.

I learned that y=x-7 is a translation 7 units down, y=(x-7) is a translation 7 units right, and y=-x is a relfection in the x axis

3 things i learned is range relates to the y axis, the domain relates to the x axis and a parent function is the most basic version of the family

0=1 means no solution 0=0 means infinite solutions and I learned how to substitute by first finding out one variable

line of best fit line that shows the closest possible line to all data points, equation Y- Y1 is equal to M(x-x1) m=slope

inputs are inside parentheses and shift on the Y axis, outputs are outside the parentheses and affect everything and shift on the x-axis and horizontal stretch and vertical shrink the same thing

I learned in y=mx+b b is the y int, translation is how unite many away from the parent function, x-1 mean one unit to the right

I learned vertical stretch is greater than one, very shrink is less that one and the parent function is the most basic function in the family.

3 main things I learned 1. You have to rewrite the linear system in three variables as a linear system in 2 variables by using substation or the elimination method. 2. After finding the values from the new linear system, substitute it into one of the original equations 3. 0=0 infinitely many solutions, 0=1 no solution. Sarah Shuai Period 4

3 main things I learned 1. The line of best fit is an approximate linear relationship. 2. When given slope m and y intercept b use slope intercept form; y=my+b 3. When given slope m and a point use point slope form; y-y1=m(x-x1) Sarah Shuai Period 4

3 main things I learned 1. The graph y=f(x-h) is a horizontal translation. The “h” determines if it shifts left or right. 2. The “-“ before the “h” shifts right and the “+” before the “h” shifts left. 3. Y=f(x)+k is a vertical translation. The “k” determines if it moves up or down Sarah Shuai Period 4

3 main things I learned 1. Find the parent function first 2. And then create a table to find points. 3. If the x^2 is a quadratic function and if it’s negative it is a reflection. Sarah Shuai Period 4

What I learned; -when there are 3 equation you want to use them in two mixed ways (1/2 2/3) -when you find a variable should substitute it in with a simplified equation made by elimination -When writing a answer the answer should be in order of x,y,z -Thai-Binh Nguyen Period;4

What I learned; -use slope form to find m in the slope-intercept form -slope-intercept form equation y=mx+b -point-slope form equation y-y{1}=m(x-x{1}) -Thai-Binh Nguyen Per; 4

I learned that; -inputs are in in parenthesis, output is out side parenthesis - output is shifts up and down -input is left to right shifts -Thai-Binh Nguyen Period; 4

Things I learned -if the x^2 is a negative it is a reflection -to know the points for the graph then must use a table first -graph parent function first to know/see the change in the transformation -Thai-Binh Nguyen Period;4

3 things -parent function is the most basic function f(x) and the change is a transformation g(x) -vertical stretch is greater than 1 and shrink is less than 1 but greater than 0 -transformation is change in size or shape, while translation is a shift on the graph -Thai-Binh Nguyen period 4

3 main things I learned… 1. It’s a vertical stretch when a factor is greater than 1. And it’s a vertical shrink when the factor is less than 1 but greater than 0. 2. The rule of the parent function determines whether it’s constant, linear, absolute value, or quadratic. 3. Domain is values of x and range is values of y. Sarah Shuai Period 4

3 key points is that you need to rewrite the linear system in three variables as a linear system in 2 variables, then solve the new linear system for both of its variables, and then Substitute the Values into one of the original equations and solve for whats left. Matthew Martin Per 4

3 key points I learned are that Line of fit is an approximate linear relationship, I refreshed on the equations for the lesson like y-y1 = m(x-x1), and that you need to use the slop formula to find m Matthew Martin Per 4

Key points that I learned are that if the function has a negative in front of it you are going to reflect it over the x axis, if the negative sign is in the parenthesis its a reflection across the y axis, and that if you add or subtract a number to the function it will impact the entire thing. Matthew Martin Per 4

Things I learned is that the x is by itself its a linear equation, you need to make a table to make points to see which family it is and how to identify the family by looking at the equation Matthew Martin Per 4

3 main parts of this I learned is that the range is everything above 0, that negative signs mean its a reflection and the difference between vertical stretch and shrink. Matthew Martin Per 4

I learned how to solve a three variable equation by using the elimination and addition method. The steps involve cancelling out specific equations to get the a specific variable (either x, y, or z). Though, if there is a point where part of the equation is 0= a number or 0, the outcome would involve no solution. Miela Ganzon Period 2

I learned how you can use multiple formulas to find the answer for a table. I also learned the line of best fit is used with a scatter plot and uses the equation y1~mx1+b to find your answer. Miela Ganzon Period 2

I learned how inputs are any number within a parenthesis and outputs are those that are outside of the parenthesis. I also learned how horizontal means input while vertical means output qhen trying to solve for a transformation. Miela Ganzon Period 2

I learned how to identify the parent function first before graphing, leading to make a table to find all the points of the equation. Miela Ganzon Period 2

When you start off with 3 equations you want to cancel out a variable in order to get a 2 variable equation. Each time you cancel out you'd want to use the same variable. Then when writing your answer it should be in the order of (x,y,z). When trying to solve but you reach a point where it becomes 0= # then it means there is no solution. Katelyn Chen Per 4

There are 3 ways to write the equation of a line. When a slope and y-intercept is given, when a slope and a point is given, and when 2 points are given. The line of best fit is the line that is as close as possible from a set group of data points. Then y1~mx1+b is the equation for line of best fit. Katelyn Chen Per 4

Inputs are transformations in parenthesis and outputs are transformations outside of parenthesis. Then when changing with a horizontal stretch or shrink the reciprocal must be used. You have to take the transformations in the parenthesis and do the opposite [Ex: (x-2) is really a +2] Katelyn Chen Per 4.

How the x is presented on the right side of the graph determines what the graph will look like. Starting off with a table of the parent function makes it easier to find the new graph from the transformation. Liner graphs are also the best function to model data that shows distance vs time. Katelyn Chen Per 4

The domain of parent functions are always all real number but the range is dependent on the y of the graph. A vertical stretch is when the number to the left of the x value is greater than 1. When the value is less than 1 but greater than 0 it will be a vertical shrink. In a vertex form the "h" is the x value and the "k" is the y value. Katelyn Chen Per 4