can someone please help me answer this question? I could really use some help... Question~ Solve the systems using the elimination method. y = 2x x + y = 3
Abby I'd say the first thing to do would be to put the first equation into proper form.
what do you mean?
Okay I'll help you with that. Basically when you are solving for 2 unknowns you want both equations set up similarly. So, we'll take y = 2x and change it to -2x + y -0
Sorry -2x + y = 0
X=1 and y=2 I plugged in random numbers and see if they worked and these did...:))
Oh just kidding no they don't hold on
Sydney - just picking and choosing MIGHT work sometimes but not always
I always do... And I have an a... I've never actually missed one of these questions, sometimes it takes forever tho
@wolf1728 could you show me the steps to answer this question? please?
Yes, but I expect you to type some things every now and then
Okay we now have the two equations -2x + y = 0 x + y = 3
yes sir/ma'am ofc! Thank you very much!
Multiply the 2nd equation by 3(or would it be 2?) so that the y’s have opposite coefficients?
I'm sorry We should multiply the first equation by -1 then we have 2x - y = 0 x + y = 3 Now it's time to add the 2 equations.
Adding those we have 2x plus x = ?
abby 2x + x = ?
0? I'm sorry it takes me a minute to figure it out...
abby I'm just asking what is 2x + x
what do you mean? do you want to know what it equals?
Yes abby what is 2x + x?
0?
No If you have two x's and 1 x how many x'sdo you have?
2?
Basically what is 2+1?
3
Okay So we are in the process of adding the 2 equations 2x - y = 0 x + y = 3 2x + x = 3x -y + y = 0 and 3 +0 =3 So, we now have 3x = 3 What does x equal?
What times 3 equals 3?
1
Yes so x =1 To solve for y, let's use equation 2 x + y = 3 We know x = 1 So, 1 + y = 3 What is y?
2?
Yes, so now you know x =1 and y = 2
oh ok and that's the answer to the question?
Yes, that is the answer
ok great! thank you soo much @wolf1728 you're awesome! I'm going to write out the steps... would you mind looking at them after I wright them out to make sure I did it right?
I must get going now
ok well thank you!!
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