The dot product of vectors can be used in business applications. For Exercises 87-88, find the dot product and interpret the results. The components of n = 500 , 330 represent the number of T-shirts and hats, respectively, in the inventory of a surf shop. The components of p = 15 , 9 represent the price (in $) per T-shirt and hat, respectively. Find n ⋅ p and interpret the result.
The dot product of vectors can be used in business applications. For Exercises 87-88, find the dot product and interpret the results. The components of n = 500 , 330 represent the number of T-shirts and hats, respectively, in the inventory of a surf shop. The components of p = 15 , 9 represent the price (in $) per T-shirt and hat, respectively. Find n ⋅ p and interpret the result.
Solution Summary: The author calculates the dot product ncdot p, which represents the total amount of money, if the entire inventory were sold.
The dot product of vectors can be used in business applications. For Exercises 87-88, find the dot product and interpret the results.
The components of
n
=
500
,
330
represent the number of T-shirts and hats, respectively, in the inventory of a surf shop. The components of
p
=
15
,
9
represent the price (in $) per T-shirt and hat, respectively. Find
n
⋅
p
and interpret the result.
find the solution set of:
a+b+c+d=1
a+b-c-d=1
and write the answer as a vector
please explain how you got the answer
Find the magnitude of the vector
, 3−6
.
Write your answer in simplified radical form.
a⃗ =⟨5, −1⟩ and b⃗ =⟨−2,−2⟩.
Represent a⃗ +b⃗ using the head to tail method.
Use the Vector tool to draw a⃗ and b⃗ , complete the head to tail method, and draw a⃗ +b⃗ .
University Calculus: Early Transcendentals (4th Edition)
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