SOLUTION: 1. G > H 2. A > (G * E) 3. A / A* (H v B)

Algebra.Com
Question 690033: 1. G > H
2. A > (G * E)
3. A / A* (H v B)

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
1. G > H
2. A > (G * E)
3. A                  / A* (H v B)
--------------------------------------
4. G * E                        2,3      Modus Ponens
5. G                            4        Simplification
6. H                            1,5      Modus Ponens
7. H v B                        6        Addition
8. A * (H v B)                  3,7      Conjunction


RELATED QUESTIONS

I need help finishing this proof. 1. ~ (A v B) 2. E > B 3. E v (G > U) 4. H v (answered by jim_thompson5910)
Solve the two step proofs below: 1. ~C 2. A > B 3. B > C / ~A 1. D > E 2. F > G (answered by Edwin McCravy)
1. (G • H) v (M • G) 2. G ⊃ (T • A) /A (answered by CPhill)
If A ={a, b, c, d, e} and B={alphabet like f, g, and h} could you help me to find the... (answered by tommyt3rd)
(1). (I&E) > ~ F (2). F v (G&H) (3). I = E / (conclusion) I > G (answered by Edwin McCravy)
Given the functions f(x)=1/x+6 ; g(x)=x/2-x a.(f ∘ g)(-2) b.(g ∘ f)(-2) (answered by stanbon)
How would you prove this argument valid ? 1. A > H 2. G > S 3. ~ K > (A v G) 4. ~ K (answered by math_helper)
3. If f(x)=square root 2x^2-1 and g(x)=x^1/2, find (and simplify) a) (f+g)(x) b)... (answered by CPhill)
Given y = g(u) = 3u2 +4u, and u = h(x) = x+8, Determine a) g (h (x)) b) g (h (-2)) (answered by josgarithmetic)