feep
feep feep
  • 23-09-2017
  • Mathematics
contestada

If A=4-3i, M=-4+i, S=i, and$P=2, find A-M+S-P.

Please help!

Respuesta :

apologiabiology
apologiabiology apologiabiology
  • 23-09-2017
assuming i=√-1

treat i as a variable

A-M+S-P=
(4-3i)-(-4+i)+(i)-(2)=
4-3i+4-i+i-2=
4+4-2-3i-i+i=
6-3i
Answer Link
Jaymes1
Jaymes1 Jaymes1
  • 23-09-2017
Compute the given value
4-3i-(-4+I) +i-2
Open the bracket
4-3i+4-i+i-2
Collect like terms
4+4-2=3i+i-i
6=3i
Divide both side by 3
I=2
Therefore A-M+S-P=6-3i
Answer Link

Otras preguntas

The boy was penitent and _______ to the store clerk for stealing candy.a-bragged b-apologizedc-talked d-cordial
how is acceleration of the cart related to the amount of force acting on it? the strips of it?
what is a prepositional case?
Which Kelvin temperature is equal to 200.°C?
what is a closed-ended question?
can you tell me what Is Pleonasm?
what is a dangling modifier?
A second baseman tosses the ball to a first baseman, who catches it a the same level from which it was thrown. The throw is made with an initial speed o 19.0 m/
the one to one functions G and H are defined as followG={(-8,1),(1,5),(4,-5)(8,-9)}H(x)=3x+4find the following g^-1(1)=h^-1(x)=(h^-1oh)(-2)=
The sum of two numbers is 17 and their different is 5. Find two answers