SOLUTION: If g:h = 4:3, evaluate 4g + h : 8g + h
Question 1159450: If g:h = 4:3, evaluate 4g + h : 8g + h Answer by josgarithmetic (39597) (Show Source):
SOLUTION: In the following figure:A B C D E F G H
Or C = 2, F = C+6=8, E=7-C-G = 2 (invalid,since the same C,E value) In these three possible cases of the values of G, we obtain that the only valid value of E is 4.
SOLUTION: Question 372260: Suppose that the functions g and h …
Question 372483: Question 372260: Suppose that the functions g and h are defined for all real numbers x as follows. g (x)=x-4 h (x)=4x+2 Write the expression for (g-h) (x) and (g*h) (x) and evaluate (g+h) (-2) Below are my answers but I'm not sure if I got it right. Thanks (g-h) (x)= 8 (g*h) (x)=52 (g+h) (-2)= -12 Answer by Fombitz (32388) (Show Source):
Questions on Logic: Proofs answered by real tutors!
* ** (G • H) v (M • G):** This means "Either (G and H are true) OR (M and G are true)." To further evaluate this statement, you would need to know the truth values of G, H, and M.
SOLUTION: The one-to-one functions g and h are defined as …
You can put this solution on YOUR website! . The one-to-one functions g and h are defined as follows. g= { (-9,8), (-4,2), (2,1), (4,-5)} h (x)=x+13/11 Find the following. (a) g^-1 (2)= (b) h^-1 (x)= (c) (h^-1 o h) (-2)= ~~~~~~~~~~~~~~~~~~~~~~~~ (a) To answer this question (a), you should understand how the inverse function works and what they want from you. You are given this function "g" as ...
SOLUTION: Given the functions f (x)=2x-4, g (x)= √x, and h …
You can put this solution on YOUR website! Given; f (x) = 2x -4 g (x) = sqrt (x) h (x) = x^2 + 9 Find a) f (g (9)) = f (sqrt (9)) = f (+/-3) = 2* (+/-)3 - 4 = 6-4 or ...
SOLUTION: Use Indirect Proof to solve the following argument (E v …
The idea is to assume ~H is the case, and show that it leads to a contradiction. This will then mean the opposite of ~H, which is H, must be the true case instead. If ~H is the case, then we can use modus tollens on premise 2 to get ~ (D v G) which turns into ~D & ~G after using De Morgan's Law. After using simplification, ~D & ~G turns into ~G.
SOLUTION: Suppose that the functions g and h are defined for all …
Question 984743: Suppose that the functions g and h are defined for all real numbers x as follows. g (x) = x-4 h (x) = 4x+2 Write the expressions for (g-h) (x) and (g h) (x) and evaluate (g+h) (1). Answer by Fombitz (32388) (Show Source):
SOLUTION: find g of h and h of g g (x)= 4x h (x)= 2x-1
Click here to see ALL problems on Rational-functions Question 210792 This question is from textbook algebra : find g of h and h of g g (x)= 4x h (x)= 2x-1 This question is from textbook algebra Answer by nerdybill (7384) ( Show Source ):
SOLUTION: Suppose that the functions g and h are defined for all …
You can put this solution on YOUR website! You get to simplify these yourself. Once you simplify the last one, substitute -2 for and do the arithmetic. John My calculator said it, I believe it, that settles it