You can
put this solution on YOUR website!You have three separate problems here -- you should probably ask one problem at a time in the future.
In the first problem we're told that one number is 5 more than another. Let

represent the number, then

represents the other. Five times the smaller (i.e.,

) is 2 more than twice the larger (i.e.,

). This produces the equation

. Now we just solve for

. Expanding the equation produces

which simplifies to

. Subtracting

from both sides produces

. Now divide both sides by

yields

. This means the smaller number is 4 and the other number is 5 more than that; i.e. 4+5, or 9.
For the second problem, let

represent the money for Bob. Bill has twice that amount, or

. Paul has $12 more than Bill, or

. Together they have $92, represented by the equation

. We combine like terms to get

. Subtracting 12 from both sides yields

. Now divide both sides by 5 to produce

. That means Bob has $16. Bill has twice that, or $32; Paul has $12 more than Bill, or $44. Adding $16+$32+$44 produces the sum of $92.
For the third problem, let

represent one of the numbers. Because the numbers are consecutive, the other number is represented by

. Their sum must total 93, represented by the equation

. Combining like terms produces

. Solving for

as in the process above produces

. That means the second number is one more than that, or 47. Sure enough,

.