B Thread Starter braddy Joined Dec 29, 2004 83 Sep 3, 2006 #1 Hi, Please can someone help me with this problem. show that a,b,c are real numbers and a#0, then there is a unique solution of the equation ax+b=c. the uniqueness of the solution is my problem. Thank you B
Hi, Please can someone help me with this problem. show that a,b,c are real numbers and a#0, then there is a unique solution of the equation ax+b=c. the uniqueness of the solution is my problem. Thank you B
N Nirvana Joined Jan 18, 2005 58 Sep 5, 2006 #2 Hi there, if you are solving for x in the equation; ax + b = c, then x = (c - b)/a a can't be 0 or x will be infinately large. Nirvana
Hi there, if you are solving for x in the equation; ax + b = c, then x = (c - b)/a a can't be 0 or x will be infinately large. Nirvana
B Thread Starter braddy Joined Dec 29, 2004 83 Sep 9, 2006 #3 Nirvana said: Hi there, if you are solving for x in the equation; ax + b = c, then x = (c - b)/a a can't be 0 or x will be infinately large. Nirvana Click to expand... yes it might be a solution for the existence. I will work on the uniqueness. thank you Nirvana.
Nirvana said: Hi there, if you are solving for x in the equation; ax + b = c, then x = (c - b)/a a can't be 0 or x will be infinately large. Nirvana Click to expand... yes it might be a solution for the existence. I will work on the uniqueness. thank you Nirvana.
