Chapter 1.1, Problem 57E

Write a G-code program for the counterclockwise arc with starting point (-40, -20), ending point (30, -90), and center at (80, 30), where units are in millimeters.

Consider the circle centered at (1, - 4). Write the equation of the line that is tangent to the circle at (-3, 7). 4). (-3,7) Give answer in slope-intercept form; give exact values only; no decimals. Equation: Question Help: DVideo Submit Question H 2 Type here to search |在0

Find an equation for the line tangent (in general form) to the circle at point (4,-3). The circle has center (0,0). Also, what is the equation of the circle.

A point moves so that it's distance fro (2,2) is half its distance from (-4,3). Find the equation in standard form and identify the curve with characteristics.

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Formula for Distance Between TwO Points T y (x2, У2) y2 - y1 | (x1, yı) X2 - X1 What formula could help calculate the distance between the two points? Use the sketch tool on the graph if that helps to illustrate your thinking.

Find an equation for the circle that goes through the points (0,0), (0,8), and (6,12). Then find an equation for the line that is tangent to this circle at (6, 12).