Question 1:explain how slope of a line formula works and origin of the slope of a line formula with supported correct facts
Question 1:explain how slope of a line formula works and origin of the slope of a...
Question 1:explain how point-slope formula works and origin of the point-slope formula with supported correct facts
Question 1:explain how slope-intercept formula works in easiest way possible and origin of the slope-intercept formula with supported correct facts
Question 1:explain how midpoint formula works in easiest way possible and origin of the midpoint formula with supported correct facts and it's purpose and finally add 4 examples using the midpoint formula
Question 1:explain how the condition for two nonvertical lines to be a parallel formula works in easiest way possible and the origin of the condition for two nonvertical lines to be a parallel formula with supported correct facts make 4 example problem
explain how distance formula works and origin of the formula in easiest way with supported facts then post 2 examples using formula and another 2 word problem difficult examples and solve using the formula
explain how equation of a circle works and origin of the equation of a circle with supported correct facts and draw a circle and demonstrate and give examples with different missing measurement we need to find to make equation of a circle clearly understandable
Question 2: draw a problem that needs the slope of a line formula and demonstrate and give examples with different missing measurement we need to find to slope of a line formula clearly understandable
Question 4 1 pts If the slope of a line is the slope of a line perpendicular to it would be. O Question 5 1 pts Find the slope and y-intercept of the equation. -4r + 8y = 30 15 O slope y-intercept O slope - 4 y-intercept30 O slope y-intercept O slope - 4 - intercept
Slope Formula to Find Coordinates 9. Given the slope of a line, and coordinates for two points on the line, find the unknown value. a. slope: points: (20, 15) ( 14, a) a = b. slope: points: (8, 4) (a, 13) a> c. slope: points: (7,9) (a, 3) a d. slope: 3 point: (10,9) (a, b) b =
how would you displace a line on a graph to start at the origin, without changing the slope of the line?