MellodyT709911 MellodyT709911
  • 04-11-2022
  • Mathematics
contestada

Given the vectors m==(-2, 3) and n=(-8, 9), find 7m and m+n.Write your answers in component form.7m =Х6?m + n =

Respuesta :

TalullaZ107581 TalullaZ107581
  • 04-11-2022

Answer:

7m= (-14, 21) and m+n = (-10, 12)

Explanation:

Given the following vectors

m =(-2, 3) and n=(-8, 9)

7m = 7(-2, 3)

7m = [7(-2), 7(3)]

7m = (-14, 21)

m+n = (-2, 3) + (-8, 9)

m+n = (-2-8, 3+9)

m+n = (-10, 12)

Hence the vector form of 7m and m+n are (-14, 21) and (-10, 12) respectively

Answer Link

Otras preguntas

what is 6 5/12 as a decimal?
is powdered drink and water a mixture or a solution
which plural is not formed correctly/ a lamp = lamps b crutch=crutches c eaves = eaves d roof = rooves
unemployment is an example of which of the following? A.inflation risk B.personal risk C.income risk D.intrest risk
what is the electron configuration for the barium ion (Ba2+)?
how do I solve -5 - (15y - 1) = 2 (7y - 16) - y
What breaks down fat for immediate use or converts it back to tryglycerided for storage
is 3/5 a rational number
What are particles of carbon called?
What is the GCF of 49 and 63?