Find the solution set of the inequation
4x − 5 ≤ 10 − x , x ∈ N
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Answered by
0
Answer:
X=1,2,3
Step-by-step explanation:
Put the value of X as a natural no (1,2,3...)
Then compare the equation given.
the value of X satisfied the equation will be the solution of questions.
Answered by
1
Given :-
4x − 5 ≤ 10 − x , x ∈ N
To find :-
The solution set for the in-equation
Solution :-
Given in-equation is 4x − 5 ≤ 10 − x
Where, x ∈ N
On adding 5 both sides then
=> 4x-5+5 ≤ 10-x+5
=> 4x+0 ≤ 15-x
=> 4x ≤ 15-x
On adding x both sides then
=> 4x + x ≤ 15-x+x
=> 5x ≤ 15 + 0
=> 5x ≤ 15
On dividing by 5 both sides then
=> (5x/5) ≤ (15/5)
=> x ≤ 3
Therefore , The possible values of
x = 1,2,3
Since , x ∈ N
Answer :-
The solution set for the given in-equation is { 1,2,3 }
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