Do these equations have solutions? 2d−e=7 d+e=5
You have two equations and two unknowns, so yes.
Are they unknown? or Is there a infinite amount of solutions??
I need an explanation.
Do you know how to solve a system of equations?
I kinda know but I'm still a bit confused
And yes there is options
add them all together. One venerable will cancel out, then solve for the other.
These are the options + the one I chose
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Do I add these together or??
yes
So I'm adding the numbers and letters together...right??
yes
add straight down
It doesn't make any sense though?
how much is 2d+1d?
3
what happened to the d's?
I'm greatly confused as of right now.
how much is 2d+1d? add the d's we are talking d's not just numbers
How many d's are there? you can not omit the letter d we are adding d's
I'm confused because, I don't see how adding a d is going to explain if the solution is either infinite,no solution,or that the fact that there is a solution.
Trust me. Add the d's
If you add the d's I will help you. If you are not interested, then I will leave. Let me know
@mthompson440 I still don't get the point of adding the d's. It makes no sense
you need to solve the system of equations. To do this the first step is adding the d's.
Here is what I got
\[2*4-1=7\] \[4+1=5\] Unless you want me to add 4 and 4 ?
If that is what you are trying to say
Your answer is correct. How did you get it? Were you able to solve for d and e or was this just substitution?
It was asking to use linear combination method to see if there was a solution
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I got confused at adding the d's mainly because, I was taught a easier route to get a solution. And also this is the full question.
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