SOLUTION: suppose that a,b,c and d are positive numbers such that a/b < c/d
show that a/b < a+c/b+d < c/d
Algebra.Com
Question 474051: suppose that a,b,c and d are positive numbers such that a/b < c/d
show that a/b < a+c/b+d < c/d
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
Already solved.
RELATED QUESTIONS
Suppose a,b,c,d are positive integers with a <= c <= d and c/d <= a/b. Prove that (a-b)... (answered by lynnlo)
Suppose a, b, c, d are positive integers with a ≤ c ≤ d and c/d ≤ a/b.... (answered by lynnlo)
It is well known that (a/b)+(c/d) is not equivalent to (a+c)/(b+d).
Suppose that a, b, (answered by Edwin McCravy)
Show that for any positive rational numbers a/b and c/d if a/b is less than c/d that a/d... (answered by ikleyn)
if (a)/(b)<(c)/(d) , show that (a)/(b)<(a+c)/(b+d)<(c)/(d)
(answered by richard1234)
a+c/b+d=a-c/b-d and a/b=c/d
Show that the given proportions are... (answered by RAY100)
a, b, c and d are numbers of different values such that a + b = d a*b*c = 0
Which of... (answered by Fombitz)
given that A,B,C and D are whole numbers such that A*B=8, B*C=28, C*D=63 and B*D=36, find (answered by tommyt3rd)
given that A,B,C and D are whole numbers such that A+B=8, B+C=11,B+D=13 and C+D=14, find... (answered by Cromlix,tommyt3rd)