Find the intersection point of curves $\mathbf { r } _ { 1 } = \left\langle t , t ^ { 2 } , t ^ { 3 } \right\} \text { and } \mathbf { r } _ { 2 } = \left\langle 4 t + 6,4 t ^ { 2 } , 7 - t \right\rangle$
A)(-1, 1, -1)
B)(-3, 9, -27)
C)(-6, 36, 10)
D)(-2, 4, -8)
E)(2, 4, 8)
F)(-6, 36, -216)
G)(1, 1, 1)
H)Does not exist

Question

Find the intersection point of curves $\mathbf { r } _ { 1 } = \left\langle t , t ^ { 2 } , t ^ { 3 } \right\} \text { and } \mathbf { r } _ { 2 } = \left\langle 4 t + 6,4 t ^ { 2 } , 7 - t \right\rangle$ 
A)(-1, 1, -1)
B)(-3, 9, -27)
C)(-6, 36, 10)
D)(-2, 4, -8)
E)(2, 4, 8)
F)(-6, 36, -216)
G)(1, 1, 1)
H)Does not exist

Quizplus · Accepted Answer

The Answer of Find the intersection point of curves $\mathbf { r } _ { 1 } = \left\langle t , t ^ { 2 } , t ^ { 3 } \right\} \text { and } \mathbf { r } _ { 2 } = \left\langle 4 t + 6,4 t ^ { 2 } , 7 - t \right\rangle$ 
A)(-1, 1, -1)
B)(-3, 9, -27)
C)(-6, 36, 10)
D)(-2, 4, -8)
E)(2, 4, 8)
F)(-6, 36, -216)
G)(1, 1, 1)
H)Does not exist

Find the Intersection Point of Curves A)(-1, 1, -1) B)(-3, 9, -27) C)(-6, 36, 10) D)(-2

Find the Intersection Point of Curves A)(-1, 1, -1)
B)(-3, 9, -27)
C)(-6, 36, 10)
D)(-2