Mathematics, 27.03.2022 14:00 jess4kids
How Many Solutions for the System Of Equations?
x − 3y = 15
−2x + 6y = 6
A. Exactly One Solution because there are Different Slopes and Differnt y−intercepts
A. Exactly One Solution because there are Different Slopes and Differnt y−intercepts A. Exactly One Solution because there are Different Slopes and Differnt y−intercepts
B. No Solutions because the equations have Same Slope and Different y−intercepts
B. No Solutions because the equations have Same Slope and Different y−intercepts B. No Solutions because the equations have Same Slope and Different y−intercepts
C. Exactly One Solution becasue there are Different Slopes and Same y−intercept
C. Exactly One Solution becasue there are Different Slopes and Same y−intercept C. Exactly One Solution becasue there are Different Slopes and Same y−intercept
D. Infinitely Many Solutions because the equtations have the Same Slope and Same y−intercepts
D. Infinitely Many Solutions because the equtations have the Same Slope and Same y−intercepts D. Infinitely Many Solutions because the equtations have the Same Slope and Same y−intercepts
E. No Solutions because the equations have the Same Slopes and Same y−intercepts.
E. No Solutions because the equations have the Same Slopes and Same y−intercepts.
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How Many Solutions for the System Of Equations?
x − 3y = 15
−2x + 6y = 6
A. Ex...
−2x + 6y = 6
A. Ex...
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