00:01
Okay, hello.
00:01
So we're given from the figure that our vector u is equal to the vector 4 -4 and v is equal to the vector negative 8 -4.
00:09
So for part a, we're just computing u -plus v.
00:14
So u -plus -v.
00:15
We just go ahead and add corresponding components.
00:18
So u -plus v is going to be equal to.
00:20
We have 4 plus negative 8.
00:22
So 4 plus a negative 8 is 70s, which is negative 4.
00:26
So we have negative 4, and then we have negative 4 plus a negative 4.
00:32
Well, negative 4 plus a negative 4 is negative 4 minus 4, which is minus 8.
00:37
So therefore, our vector here, u plus v, is going to be negative 4, negative 8.
00:44
And then for b, we are computing u minus v.
00:49
Okay, u minus v as well, you just subtract corresponding components or you can think of subtracted as just the addition of the opposite...