Write all the possible solutions of the form (a,0), a∈N for 3x+4y≤15
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3x+4y≤15
we have to write solution in the form of (a,0) and a∈N
so, y=0
so,
3x≤15
we have to find only natural numbers satisfying 'x',
so
put,
x=1 then....value is 3........satisfied
x=2 then..value is 6.........satisfied
x=3 then..value is 9.........satisfied
x=4 then..value is 12.........satisfied
x=5 then..value is15.........satisfied
x=6 then..value is 18.........not satisfied
this inequalityis not satisfied for any natural number value greater than 5.
so answer is...
(1,0),(2,0),(3,0),(4,0),(5,0)
we have to write solution in the form of (a,0) and a∈N
so, y=0
so,
3x≤15
we have to find only natural numbers satisfying 'x',
so
put,
x=1 then....value is 3........satisfied
x=2 then..value is 6.........satisfied
x=3 then..value is 9.........satisfied
x=4 then..value is 12.........satisfied
x=5 then..value is15.........satisfied
x=6 then..value is 18.........not satisfied
this inequalityis not satisfied for any natural number value greater than 5.
so answer is...
(1,0),(2,0),(3,0),(4,0),(5,0)
Answered by
0
3x+4y≤15
given solutions must be in form of (a,0),so y=0
that is 3x≤15
x≤5
so (1,0),(2,0),(3,0),(4,0) and (5,0) are solutions
given solutions must be in form of (a,0),so y=0
that is 3x≤15
x≤5
so (1,0),(2,0),(3,0),(4,0) and (5,0) are solutions
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