Answer:
it depends on the school. my school they would pass yout to high school failing
Answer: it depends school and the school district to be entirely honest
Explanation:
hope it helps and i hope you can fix your grades
Answer:
is it a SAT or any other subject question as I am not able to understand.
being a student who is preparing for SAT, it is my curiosity that has peaked so please regard my question.
Answer:
f−1(x)=x/3+5/6
Explanation:
Answer: The objectives of the group are followed.
Explanation: Correct answer in A P E X
tank at a constant rate. After the hose was on for
5 minutes, the tank was exactly half full. After
the hose was on for 30 minutes, the tank was
three-quarters full. How many minutes did it take
after the hose was turned on for the tank to be
completely filled with water?
Considering the definition and sum of complex numbers, the sum (9 + 4i) + (–1 - 7i) gives as a result 8 -3i.
Complex numbers are combinations of real numbers and imaginary numbers.
In other words, complex numbers are numbers that have a real part and an imaginary part.
The most common representation of a complex number is the sum of a real part and an imaginary part. At the same time, the imaginary part is divided between the imaginary part and the imaginary unit:
z = a + bi
where
This expression is called the binomial form of the complex number z.
To add two or more complex numbers, you simply have to add the real and imaginary parts separately. That is, being z1 = a + bi and z2 = c + di, the sum of both complex numbers is calculated as:
z1 + z2 = (a + c) + (b + d) i
In this case, to obtain 8 -3i you have to sum:
(9 + 4i) + (–1 – 7i)= (9-1) + (4-7)i= 8 - 3i
So, the sum (9 + 4i) + (–1 - 7i) gives as a result 8 -3i.
Learn more about complex number:
Answer:
B- (9 + 4i) + (–1 – 7i)
Explanation:
:)
Answer:
Briefly explain any steps you are taking, or plan to take, to gain...
Briefly explain any steps you are taking, or plan to take, to gain hands-on experience in your program of study.
State two goals you hope to achieve through applying your coursework this term to your workplace experience.
Explanation: