1,959 Answered Questions for the topic linear algebra
π£=β¨7,3,10β© v = β¨ 7 , 3 , 10 β© π€=β¨6,6,10β© w = β¨ 6 , 6 , 10 β© Find the cosine of the angle between π£ v and π€ w .
Find the cosine of the angle betweenΒ Β andΒ .
) Given the vectors π=(1,2,3) a = ( 1 , 2 , 3 ) and π=(1,β1,2) b = ( 1 , β 1 , 2 ) , what is the dot product πβ πβ π a β b β a ?
) Given the vectorsΒ Β andΒ , what is the dot productΒ ?
Which of the following vectors is perpendicular to π=(1,2,3) a = ( 1 , 2 , 3 ) and π=(1,β1,2) b = ( 1 , β 1 , 2 ) ?
which of the following is perpendicualr to said vector
Consider the vector π£β―β―β― v Β― between (β2,4,β5) ( β 2 , 4 , β 5 ) and (5,β2,β4) ( 5 , β 2 , β 4 ) .
the vector v Β― is?
THE LENGTH OF v Β― IS?
if the tail of v Β― is at (5,-1,1), then the tip is at?
if the tip of v Β― is at (0, -5, -2) then the tail is at ?
what vector has the same length as v Β― but...
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Linear Algebra Algebra
07/20/21
Find πβ π a β b if |π|=6 | a | = 6 , |π|=1 | b | = 1 , and the angle between π a and π b is π/4 Ο / 4 .
Β Find πβ
π a β
b if |π|=6 | a | = 6 , |π|=1 | b | = 1 , and the angle between π a and π b is π/4 Ο / 4 .
Linear Algebra Maths
07/20/21
Suppose T: RΒ² β RΒ² is a linear operator with T ([1,2]) = [1, 1] and T ([2,0]) = [2, β4].
Give a formula T([x, y]) for any[x, y] β RΒ² . Also find a basis for ker(T), a basis for range(T) and verify the dimension theorem
Linear Algebra Maths
07/20/21
For the subspace W = {[x, y, z] β RΒ³ βΆ 2x β 2y + z = 0} of RΒ³,
find a basis for the orthogonal complement Wβ and verify that dim(W) + dim(π') = dim(RΒ³ ) Decompose v = [1, 2, 3] into w1 + w2, where π€1 β W and π€2β π'
Linear Algebra Maths
07/20/21
Find the minimum distance between the given point P and the given subspace W of RΒ³, P = (4, β1, 2), W = span({[β2, 3, β3]}) in RΒ³
Linear Algebra Linear Equations
07/18/21
how to write this in point-slope intercept form? Slope=-2 and point=(1,-1)
Linear Algebra
07/18/21
how to write this in point-slope intercept form? Slope=-6/5 and Y-intercept=2.
Linear Algebra Slope Intercept Form
07/18/21
How to write point one=(0,-2) and point two=(-3,-5) in slope-intercept form?
Linear Algebra Slope Intercept Form
07/18/21
Slope=-4 and Point=(2,-4) how to write it in slope-intercept form?
Linear Algebra Slope Intercept Form
07/18/21
Slope=-4 and Point=(2,-4) how to write it in slope-intercept form?
Linear Algebra
07/18/21
linear combination of the basis vectors
Consider the set of vectors in R3 given by a1=(1, 0, 0), a2=(1,-2,0), a3=(0,0,1).Write the vector x=(1, 2, 5) as a linear combination of the basis vectors a1, a2, a3.
Linear Algebra Algebra
07/16/21
Find the lengths of the sides of the triangle with the vertices π΄(2,β1,4), π΅(β2,2,9), and πΆ(6,4,7)
|AB|= ?|AC|= ?|BC|=? is triangle ABC an isosceles triangle?
Linear Algebra Algebra
07/16/21
find a vector a that has the same direction as <-8,9,8> but has a length of 3
find a vector a that has the same direction as <-8,9,8> but has a length of 3
Linear Algebra Algebra
07/14/21
find a vector a that has the same direction as <-8,9,8> but has a length of 3
find a vector a that has the same direction as <-8,9,8> but has a length of 3
Linear Algebra Algebra
07/14/21
suppose B=(-3,-6,-2) and AB->= <4,-11,4> then A=?
suppose B=(-3,-6,-2) and AB->= <4,-11,4> then A=?
07/14/21
Find all x for this equation 2cosx-3=-5, 0<_x<_2Ο
The range is 0 is less than equal x and x is less than equal 2Ο.Solve this according to the rules of unit circle.
Linear Algebra Algebra
07/14/21
suppose B= (-3,6) and AB-> = <5,5> then
suppose B= (-3,6) and AB-> = <5,5> then A=?
find the vector in r^3 from the point
find the vector in r^3 from the point A=(x,y,z) to B=(2,-8,1)
Let X(n) represent the measure of one exterior angle of a regular polygon of n sides. What is the domain of this function?
i am on a time limit, so if anyone can, pls answer in the next 20 minutes!
Linear Algebra
07/12/21
Find a linear equation to solve for the following unknown quantities: one number exceeds by 20 and their sum is 42. Find the two numbers
Linear Algebra
07/12/21
Can someone please explain how you find the answer. I donβt understand how you find it with a length
Find a vector in R3 that has length 5 and is orthogonal to both a=[2 1 -3] and b=[1 -2 1]
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