Asked by Kaai97
1. Tell whether the system has one solution infinitely many solutions or no solution.
9x+8y=15
9x+8y=30
a. one solution
b. infinitely many solutions***
c. no solution
2. Tell whether the system has one solution infinitely many solutions or no solution.
5x-3y=10
10x+6y=20
a. one solution***
b. infinitely many solutions
c. no solution
3. Tell whether the system has one solution infinitely many solutions or no solution.
2x-5y=17
6x-15y=51
a. one solution
b. infinitely many solutions
c. no solution***
9x+8y=15
9x+8y=30
a. one solution
b. infinitely many solutions***
c. no solution
2. Tell whether the system has one solution infinitely many solutions or no solution.
5x-3y=10
10x+6y=20
a. one solution***
b. infinitely many solutions
c. no solution
3. Tell whether the system has one solution infinitely many solutions or no solution.
2x-5y=17
6x-15y=51
a. one solution
b. infinitely many solutions
c. no solution***
Answers
Answered by
Reiny
#1. two distinct parallel lines, so no solution
#2, correct
#3. If you multiply the first by 3, you get the 2nd.
So the two equations are really one and the same, thus :
infinite number of solutions.
#2, correct
#3. If you multiply the first by 3, you get the 2nd.
So the two equations are really one and the same, thus :
infinite number of solutions.
Answered by
John
If you use the elimination method and add the two equations together, if the variables are eliminated and you have a false statement like 0 = 15 then there is no solution.
If you have a true statement like 0 =0 then there are many solutions. To check your work, you could also graph the equations.
Parallel lines will never intersect so there are no solutions.
Lines that are actually the same and just written differently will be the same line when you graph it. You will have an infinite number of solutions.
Based on this, I don't agree with your answers.
If you have a true statement like 0 =0 then there are many solutions. To check your work, you could also graph the equations.
Parallel lines will never intersect so there are no solutions.
Lines that are actually the same and just written differently will be the same line when you graph it. You will have an infinite number of solutions.
Based on this, I don't agree with your answers.
Answered by
Kaai97
Thanks Reiny!
Thanks John!
You guys really helped me in this one :)
Thanks John!
You guys really helped me in this one :)
Answered by
Y’all suck
You suck u got me an 80 because you wrong don’t post if u wrong
Answered by
Tater-tot
Don't comment if you're a butt and stupid to not look at the comments^
Answered by
jatytjsm
ushgre2yjukw3r56
Answered by
Tohru
1 ;; no solution ( c )
2 ;; one solution ( a )
3 ;; infinite solutions ( b )
2 ;; one solution ( a )
3 ;; infinite solutions ( b )
Answered by
joe mama
thx Tohru, you were right
Answered by
Post-it
I love how "Yall Suck" is blaming us for his inability to do math so when he comes here and gets it wrong, its our fault. Lol what a dope.
Answered by
Anonymous
d
c
d
a
c
d
b
c
a
b
c
d
a
c
d
b
c
a
b
Answered by
Anonymous
^ solving systems using elimination
@900valll
@900valll
Answered by
Seeker
Unit 7: Lesson 3 Practice Algebra 1 A
1. D) (4,5)
2. C) (6,3)
3. D) (3,1)
4. A) (3,4)
5. C) (4,7)
6. D) 660 Calories, 580 Calories
7. B) Parasailing: $51; Horseback riding: $30
8. C) No solution
9. A) One solution
10. B) Infinitely many solutions
10/10 (100%)
- Seeker
1. D) (4,5)
2. C) (6,3)
3. D) (3,1)
4. A) (3,4)
5. C) (4,7)
6. D) 660 Calories, 580 Calories
7. B) Parasailing: $51; Horseback riding: $30
8. C) No solution
9. A) One solution
10. B) Infinitely many solutions
10/10 (100%)
- Seeker
Answered by
zully palestino
How many solutions does this equation have?
–9 − 4s = –4s − 9
no solution
imfetily many solutions
one solution
–9 − 4s = –4s − 9
no solution
imfetily many solutions
one solution
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