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Class Note for MATH 1310 with Professor Kashyap at UH

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This 4 page Class Notes was uploaded by an elite notetaker on Friday February 6, 2015. The Class Notes belongs to a course at University of Houston taught by a professor in Fall. Since its upload, it has received 21 views.

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Date Created: 02/06/15
Mach 1310 11 Points Regions Distance and Midpoims 1 Points Look over the exampls located in the book under section 11 titled Points Regions Example 1 y 5 E 5 4 y 2 U 2 A x 72 Example 2 y25 1n 4n Math 1310 11 Points Regions Distance and Midpoints Example 3 x gt 5 Example 4 Solve the inequality 3y 5 12 3 3971 0 OD Example 5 Solve the inequality 3x lt 27 2 23 X lt 37 8 gtlt gt 7 W A as m Math 1310 11 Points Regions Distance and Midpoints 3 Distances The Distance Formula The distance between two points Axy1 and Bxyz inthe plane is given by dAB x2 x1 2 0 11 3 2 BX2y2 14 1 2 5 4 LA r1 1 ca 1 m w1 q 1A 1ltJx2 v11 39 Ayz ivl Amyn 39 Example 6 X 3 X1 Y Find the distance ber 32 d xzva Cv z Z sac IDTJrQZ39 1 Cam JrC BDZ mgtz Haw CE Math 1310 11 Points Regions Distance and Midpoints 4 The Midpoint Formula The Midpoint Formula The midpoint ofthe line segment that connects two points Ax1yl andBx3y2 in the xlx2 yly2 2 2 plane is given by Example 7 X Find the midpoint of the line segment from 5 3 and 33723 9 929 3 2 Hr Example 8 x 1 9 Find the midpoint of the line segment from 4 5 and 532quot Grew 0

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