A and b have different, but not opposite directions. à has a magnitude of 7 and b has a magnitude of 6. What must be true about

a and b

a They are not parallel. opposites, or equal

b. They are parallel, but not equal

C. They are opposites and parallel.

d. They are parallel, but not opposites

Question

Mathematics

Simon Mckee

8 February, 01:58

A and b have different, but not opposite directions. à has a magnitude of 7 and b has a magnitude of 6. What must be true about

a and b

a They are not parallel. opposites, or equal

b. They are parallel, but not equal

C. They are opposites and parallel.

d. They are parallel, but not opposites

+4

Answers (2)

Know the Answer?

Gary Barajas · Answer 1

A

Step-by-step explanation:

The vectors are going the same direction, however, they can't be parallel since they're going different ways (they'd have to be going the exact same way to be parallel).

They are not equal as a has a length of 7 and b has a length of 6.

The problem says they're not going in opposite directions, so they aren't opposites.

Melody Garza · Answer 2

Answer: it's A. I just took the Edge quiz

A and b have different, but not opposite directions. à has a magnitude of 7 and b has a magnitude of 6. What must be true abouta and ba They are not parallel. opposites, or equalb. They are parallel, but not equalC. They are opposites and parallel.d. They are parallel, but not opposites

A and b have different, but not opposite directions. à has a magnitude of 7 and b has a magnitude of 6. What must be true about

a and b

a They are not parallel. opposites, or equal

b. They are parallel, but not equal

C. They are opposites and parallel.

d. They are parallel, but not opposites