Operaciones matemáticas y vectores
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c) Ecuación vectorial a(1,2)
y=4x-1
p (0,-1) d(1,4)
v.d= (x,y).(1,4)=
x+4y x=-4y
x+4y x=-4y
x=0+t x=t
y=-1+4t y-1/4=t
=y-1/4=x
y-1/4=-4y
y-1=-16y
y+16y=1
17y=1
y=1/17
x+4.1/17=0
x+4/17=0
x=-4/17
c) v x w
v (3,1)= (1.0-3.0,0,0.0-0.3,3.-5-0.1)
w (0,-5)= 0-0, 0-0, -15-0
(0,0 , -15)
v (3,1)= (1.0-3.0,0,0.0-0.3,3.-5-0.1)
w (0,-5)= 0-0, 0-0, -15-0
(0,0 , -15)
d) w x v
w(0,-5)= (0-0,0-0,0.1-3.1)
=(0,0,0-3)
=(0,0,-3)
w(0,-5)= (0-0,0-0,0.1-3.1)
=(0,0,0-3)
=(0,0,-3)
a) 4√ 28-2√ 20+5√ 45-11√ 5
=4.2√ 7-2.2√ 5+5.3√ 5-11√ 5
=8√7-4√5+15√5-11√ 5
=8√7+0
=8√7//
=4.2√ 7-2.2√ 5+5.3√ 5-11√ 5
=8√7-4√5+15√5-11√ 5
=8√7+0
=8√7//
b)3√2√ 3 . √3√2
=3√2√3.3√2
=3√6√3.√2
=3√6√6
=3√√6.6 2
=3√√6 3 = 6√6 3 √6//
c)√(3-v7).(3+√7)
= 9+ 3√7 . -3√7 -√49
= 9-√49
=√9-7
=√2//
=3√2√3.3√2
=3√6√3.√2
=3√6√6
=3√√6.6 2
=3√√6 3 = 6√6 3 √6//
c)√(3-v7).(3+√7)
= 9+ 3√7 . -3√7 -√49
= 9-√49
=√9-7
=√2//
a) v . w
(3,1) x (0,-5)
(3x0)+(1,-5)
0 + -5
-5
b) v+u - v
(3,1)+(-5,2)-(3,1)
(3+(-5) , (1+2)
3-5 3
(-2 3) - (3,1)
((-2)-3) , (3-1)
(-5 , +2)
(3,1) x (0,-5)
(3x0)+(1,-5)
0 + -5
-5
b) v+u - v
(3,1)+(-5,2)-(3,1)
(3+(-5) , (1+2)
3-5 3
(-2 3) - (3,1)
((-2)-3) , (3-1)
(-5 , +2)