Does this equation have zero, one or infinite solutions?
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Answered by
1
Answer:
2(x-7)+9=2x-5
2x-14=2x-5
The equation has no solution
Since a1/a2=b1/b2not equal c1/c2
sakina24:
No
Answered by
1
Hey mate here is your answer
For the equation to have unique, no solution or infinitely many solution it must satisfy some conditions as follows
➡A1/A2=B1/B2=C1/C2 For infinitely many solution.........(i)
➡A1/A2 IS NOT EQUAL TO B1/B2 For unique or one zero
➡A1/A2=B1/B2 IS NOT EQUAL TO C1/C2 For no solution
so on comparing the eqns with above
2x-14+9=2x-5
2x-5=2x-5
=0
Now we know that whenever points of co-ordinate is co-linear or straight then it sums to 0.....(1)
therefore from 1
It satisfied (i) condition
so the given eqns has infinitely many solution
I hope it helps you
If this answer helped you can you mark it as brainliest answer ❤❤❤❤
For the equation to have unique, no solution or infinitely many solution it must satisfy some conditions as follows
➡A1/A2=B1/B2=C1/C2 For infinitely many solution.........(i)
➡A1/A2 IS NOT EQUAL TO B1/B2 For unique or one zero
➡A1/A2=B1/B2 IS NOT EQUAL TO C1/C2 For no solution
so on comparing the eqns with above
2x-14+9=2x-5
2x-5=2x-5
=0
Now we know that whenever points of co-ordinate is co-linear or straight then it sums to 0.....(1)
therefore from 1
It satisfied (i) condition
so the given eqns has infinitely many solution
I hope it helps you
If this answer helped you can you mark it as brainliest answer ❤❤❤❤
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