the Y- axis
ue. 6) Find two unit vector each of which is perpendicular to both
ā and Đ. Where ā = 2 +ị – 2k, = j – 2k.
vector equation of the line passing through the

Question

the Y- axis ue. 6) Find two unit vector each of which is perpendicular to both ā and Đ. Where ā = 2 +ị - 2k,  = j - 2k. vector equation of the line passing through the​

Lyla · Answer

Answer:   which class question is it pls tell me so I can give you the answer

Savannah

From the sum of -57 and -72 subtract the sum of 123 and -53.

Give some examples of producers and primary consumers.

1 thought on “the Y- axis<br />ue. 6) Find two unit vector each of which is perpendicular to both<br />ā and Đ. Where ā = 2 +ị – 2k, = j – 2k.<”

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the Y- axisue. 6) Find two unit vector each of which is perpendicular to bothā and Đ. Where ā = 2 +ị – 2k, = j – 2k.<

Savannah

From the sum of -57 and -72 subtract the sum of 123 and -53.​

Give some examples of producers and primary consumers.

1 thought on “the Y- axis<br />ue. 6) Find two unit vector each of which is perpendicular to both<br />ā and Đ. Where ā = 2 +ị – 2k, = j – 2k.<”

Leave a Comment Cancel reply

the Y- axis
ue. 6) Find two unit vector each of which is perpendicular to both
ā and Đ. Where ā = 2 +ị – 2k, = j – 2k.<

From the sum of -57 and -72 subtract the sum of 123 and -53.