How many solutions are there for the equation: 2(2x+5)= 4(x+3)

Question

yanasidlinskiy · Answer

$\Huge\bf \color{green}{Welcome~to~OpenStudy!!}\hspace{-310pt}\color{cyan}{Welcome~to~OpenStudy!!}\hspace{-307.1pt}\color{green}{Welcome~to~\color{green}{Open}}\color{green}{Study!!!!}$
Hi Dusty! First of all, do you know how to solve these types of problems? Solve the problem first. Then if you're still having trouble let me know and I'll help you out:) Good Luck on Opestudy:) Enjoy!

anonymous · Answer

This just confuses me, I know how to solve these but I'm not sure how to know if it had 0, 1, or infinite amounts of answers....

anonymous · Answer

1.	The local county is considering a budget proposal that would reallocate funding to renovate the city pools. A survey is conducted to measure public opinion of the proposal. A total of 200 individuals responded to the survey. Fifty of the respondents were from the city and 150 were from the surrounding suburbs

yanasidlinskiy · Answer

I apologize for leaving in the middle of helping you out with math. Alright. To figure out if it's 1 solution no solution or infinitely many solutions is just  when one side of an equation is identical to the other side, then there is an infinite number of solutions. for example x=x. Whatever you plug in for x will work. Or 4x+4x=8x. You would end up with 8x=8x, so any value for x is appropriate. basically, if you see that the equation is already true without having to find what value for x makes it true, then all values for x will work. This means that the equation has an infinite number of solutions:) Anything else? Let me know:) I'll be more than happy to help you out:) No solution is when both sides of the equation do NOT equal the same. For example, 2x+10=2x+3. Right off the bat, you can already tell that it is definitely going to end up having no solutions:)