x = 3
$\sqrt{18}÷$ $\sqrt{3}$
Find the sum of the pairs of the vectors and illustrate geometrically where A= ⟨0, 3⟩ and B =
⟨−2, 3⟩
(3,96 · 10–19)÷( 6,6 · 10–34)
find the slope for (0,8)(5,8)
(sen x + cos x) x (cos x)^-1
12-2a-4b-2=0
2+4b-6c-2c=0
a+-b-c=0
S'=rS (1-(S+R/K))-mS
find the slope for (0,8)(8,5)
-2(x-8)-4=5
