write in algebraic phrase. x more than a divided by b?

Answer 1

x > a / b

Answer 2

x>a/b, where x=a and x>b

I believe that this equation, along with the limits on x, a and b ensures that x will always be greater than a/b. You did not state whether or not x needed to remain larger than a/b. Perhaps next time you could be more specific. There are many variations to the limits you can put on this equation to ensure that x will always be greater than a/b. This one is the simplest and most easy to understand so it's what I included. Hope that helps.

Answer 3

three ways that statement can be interpreted

- (x+a)/b {assuming addition comes first, or assuming (x+a) is one number and not an operation. the way this statement is phrased, this reasoning is probably most accurate (it says x more than a, not x plus a)}

- x + a/b {assuming division comes first or there is no order of operations}

- x > a/b {this would normally be stated x IS more than a divided by b}

Answer 4

a+x
------
b

NB. The dashes are supposed to be a dividing line.

Answer 5

x + a/b hmm.. or (x+a)/b... your question is a bit ambiguous.

Answer 6

A/B + X

Answer 7

x > a/b

Answer 8

X >A/B

Answer 9

x>x/b