Use a graphing utility to sketch the intersecting graphs of the equations and determine whether or not the equations are orthogonal. [Two graphs are orthogonal if at their point(s) of intersection their tangent lines are perpendicular to each other.] 2x2+y2 6 y²4x y 2 y 2 43-2 -10 1 2 4-3-2-1 -1 -2 -2 -3 O ** 0 2 34 14 432-10 1 - -2 O The two equations. -Select- orthogonal. A

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
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ASK YOUR TEACHER
Use a graphing utility to sketch the intersecting graphs of the equations and determine whether or not the equations are orthogonal. [Two graphs are orthogonal if at their point(s) of intersection their tangent lines
are perpendicular to each other.]
2x2 + y =6
y² = 4x
y 2
Y 2
4-3-2-10 12
-21
4-3-2-₁0
-1-
-2
-3
O
The two equations. -Select-orthogonal.
3 4
O
-10
4-3-2-1
3
12 34
4
Transcribed Image Text:ASK YOUR TEACHER Use a graphing utility to sketch the intersecting graphs of the equations and determine whether or not the equations are orthogonal. [Two graphs are orthogonal if at their point(s) of intersection their tangent lines are perpendicular to each other.] 2x2 + y =6 y² = 4x y 2 Y 2 4-3-2-10 12 -21 4-3-2-₁0 -1- -2 -3 O The two equations. -Select-orthogonal. 3 4 O -10 4-3-2-1 3 12 34 4
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