The solution set to a system of dependent equations is given. Write three ordered triples that are
solutions to the system. Answers may vary.
-$\left\{ \left( \frac { 6 - 4 y - 15 z } { 3 } , y , z \right) \mid y \right.$ and $z$ are any real numbers $\}$
A) $( 5,0,0 ) , ( 2,3,0 ) , ( - 3,0,1 )$
B) $( 2,0,0 ) , ( 2,3,0 ) , ( 1,0,1 )$
C) $( 5,0,0 ) , ( - 2,3,0 ) , ( 1,0,1 )$
D) $( 2,0,0 ) , ( - 2,3,0 ) , ( - 3,0,1 )$

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The Answer of The solution set to a system of dependent equations is given. Write three ordered triples that are
solutions to the system. Answers may vary.
-$\left\{ \left( \frac { 6 - 4 y - 15 z } { 3 } , y , z \right) \mid y \right.$ and $z$ are any real numbers $\}$
A) $( 5,0,0 ) , ( 2,3,0 ) , ( - 3,0,1 )$
B) $( 2,0,0 ) , ( 2,3,0 ) , ( 1,0,1 )$
C) $( 5,0,0 ) , ( - 2,3,0 ) , ( 1,0,1 )$
D) $( 2,0,0 ) , ( - 2,3,0 ) , ( - 3,0,1 )$

The Solution Set to a System of Dependent Equations Is {(6−4y−15z3,y,z)∣y\left\{ \left( \frac { 6 - 4 y - 15 z } { 3 } , y , z \right) \mid y \right.{(36−4y−15z​,y,z)∣y

The Solution Set to a System of Dependent Equations Is $\left\{ \left( \frac { 6 - 4 y - 15 z } { 3 } , y , z \right) \mid y \right.$