y-intercepts，无论是直线，还是曲线，跟 y-axis （y 轴）的交点的坐标，是 y 坐标。汉语翻译成 “在 y 轴上的截距”。例如：y = 2x + 32 是 gradient，slope，汉语翻译成斜率；3 是intercept，是在 y 轴上的截距 = 截断、截取下来的离开原点的距离。原点 = origin。y = 2x + 32x - y...
How to find the y intercept and the x intercept GCSE questions Learning checklist Next lessons Still stuck? GCSE Tutoring Programme Our chosen students improved 1.19 of a grade on average - 0.45 more than those who didn't have the tutoring. Teacher-trusted tutoring In order to access ...
review上看到 对于x-intercept和y-intercept的求法都是把x或者y以0带入计算的 那算出来的intercept应该...
X and Y intercepts are part of the basis for solving and graphing liner equations. The X-intercept is the point at which the equations line will cross the X axis, and the Y intercept is the point at which the line crosses the Y axis. Finding both of these points will allow you to l...
Brennan, John. What Are The X-Intercept & Y-Intercept Of A Linear Equation? last modified March 24, 2022. https://www.sciencing.com/xintercept-yintercept-linear-equation-8384657/ If only working out and losing weight were easy. Sadly, that's just not the case; if you want to burn cal...
x-intercept is (x, 0).Since the x-coordinate is 0 for y-intercept, substitute the 0 for x in the equation.Similarly, find the x-intercept by replacing y with 0.You finally get the x-intercept as (14/3,0),and the y-intercept as (0,-7/2)....
Y-Intercept The y-intercept is the point at which the line crosses the y-axis; the value of x must be 0 at the y-intercept, because the y-axis is stationed at x = 0 on the graph. Consequently, to find the y-intercept, substitute 0 for x in your equation and calculate y....
x- and y-intercepts are where a graph crosses the x- and y-axes. Set y=0 and solve for the x-intercept(s); set x=0 and solve for the y-intercept.
See intercept form of a parabola. Understand the x intercept and y intercept of a parabola. Learn how to find x-intercept and the y-intercept of a parabola. Updated: 11/21/2023 Table of Contents What is a Parabola? How to Graph the Intercept Form of a Parabola Lesson Summary ...