Find all conditions on a and b when ax + b = 4x + 10 has infinitely many,exactly one solution in 'x'
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Answer:
for x having infinite solutions- a=4, b=10
for x having one solution- a≠b, b∈R
Step-by-step explanation:
We can look at the equations using (mx + c) in mind and treat them as lines.
If the lines intersect, there should be only one solution for x.
So slopes should be different and y-intercept can be any real number.
Therefore, a≠4 and b∈R
If the lines are equal, there will be infinite solutions for x.
Therefore, a=4 and b=10
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Answer:
1 barbunda raso kiro shoreno ko
2 eta kizrko atodumra amarkadoz
3 so intrano nava kesiya
Am kosh chubuko asaranu
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