3) write the set A= (1,4,9,16,25....) in set builder form .explain it briefly.it contains 2 marks
We may write the set A as
A={x:x is the square of a natural number}
Alternatively,we can write
A={x:x=n2,where n€N}
can any body help me with this math assignment , ASAP THANKS For questions 3a, interval notation. 3a. b, identify the domain and range for each graph using both set-builder notation and Domain: Set-builder notation: D- Domain: Interval Notation: D Range: Set-builder notation: R Range: Interval Notation: R 3b. Domain: Set-builder notation: D Domain: Interval Notation: D Range: Set-builder notation: R- Range: Interval Notation: R- 4. Write an equation in point-slope form for the line passing through the points (-3,...
4)write the set {1/2,2/3,3/4,4/5,5/6,6/7} in the set builder form .The question is from probability .Answer the question
22)If P = (1, 2), form the set Px PX P.what will be the answer for the question.step by step explanation needed
) Solve the inequality. Write the answer using both set-builder notation and interval notation. Graph the solution set on a number line. Multiply both sides of the inequality by the LCD first to clear fractions. 3/4 x+1/2<1/3 x+2
if R is the set of all real numbers,what do the Cartesian products R×R and R×R×R represent.briefly explain it
11. Given the function f(x) = 2sin(x). (11 pts total) NG -21 -5 -4 1 -6 -3 -2 -1 Mće. @p1 (4 pts) a. Graph fon the axes above. How should the domain be restricted so that f is one-to-one? Write your answer using set-builder notation. (4 pts) b. Algebraically find the inverse function, f-1(x). Sketch the graph of f-1 on the axes above. Remember that the graphs off and f-1 are symmetric about the 45° line! (3 pts) C....
Urn A' contains 4 white and 3 red marbles and urntains 2 white and 5 red marbles. One of the urn is to be chosen atrandom and a marble is to be selected from the chosen urn. What is theprobability of drawing a white marble
Maths will never give one a break any help in all this questions will do appreciate Question 5. Let A be a square matrix of order n and λ E R be an eigenvalue of A of geometric multiplicity k (1sks n) (a) Taking abasis Bo of EAA the eigenspace of A for the eigenvalue λ and extending it to a basis B of R" show that MatB+a(A)-(Ολ4.P), for 80m e matrices P of order k × (n-k) and Q...
5. (a) (7 marks) Determine whether the following sets form a basis for R3. Explain your answers. i. - {0:0} - {0:00) - {000) -*-**(0-1 1 (b) (3 marks) Is the set W = a vector space? Explain your answer.
I need someone to help me, please. 2. a) Use transformations of the graph of y = 2* to graph y = 2x+2. -2 -5 b) Write the domain and range in interval and set-builder notation. c) Write an equation of the asymptote.