A homogeneous system of eqs: Ax=0 will always be consistent, since x=0 is always a possible solution. However, if det(A)=0 then there will be infinite solutions, as |A|=0 implies that either no solutions or infinitely many exist, and it is impossible for no solutions to exist to Ax=0. If det(A) is non 0, then x=0 is the only solution, as |A| is not equal to 0 implies a unique solution only!(in this case x=0). Hope this helps!
compound
If something is a 0-6 on the pH scale it is an acid solution
No. For the physical formula ratio, of [solute:solvent] to be the same, you would have to use twice as much glucose as sucrose, to make the solution; because sucrose is a disaccharide. But, when preparing the solution, the actual weight used will be approximately the same. You have a solution, with solute sucrose, at 1C ratio. Weighing the same amount of glucose (in grams), will make a solution of 2C ratio. General expression is Glucose:Sucrose::2:1.
isotonic solution
It is not clear what the question requires. Yes, there are plenty of equations that have the same solution. For example, each and every equation of direct proportionality has the solution (0, 0). So what? every polynomial of the form y = anxn + an-1xn-1 + ... + a1x + a0 has the solution (0, a0). Again, so what?
r=0 is the solution...
If they are to be multiplied then the solution is 8
A. One Nonzero Solution B. Infinitely Many Solutions C. No Solution D. Soultion of 0 Please help!! Which one is it?? I need this answer quickly!
Yes, it is the only solution.
The equation 3m - 3m - 7 = 0, simplifies to -7 = 0 this means that the the solution is no solution, since -7 doesn't equal 0.
m = 0
10 multiplied by 0 is 0!
Yes, for example: | x | = 0 with the only solution: x = 0
Yes, zero can and is the solution of many equations.
Diffusion occurs in equilibrium, which means the molecules still move in and out of the cell, but the net (overall, total) movement is 0.
Yes.