If 2<a<5 where a belongs to N and 5<b<10 where b belongs to N then minimum value of 2a/a+b
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Answer:
given
2<a<5
that means a value lies between 2 and 5
where a=3 or 4
now 5<b<10
b lies between 5 and 10
so b= 6,7,8,9
now the value of 2a/a+b
- if a=3 and b=6, 6/9=2/3=0.6
- if a=3, b=7, 6/10=3/5=0.6
- if a=3, b=8, 6/11=0.54
- if a= 3, b=9, 1/2=0.5
- if a=4, b=6, 4/5=0.8
- if a=4, b=7, 8/11=0.7
- if a=4, b=8, 2/3=0.6
- if a=4, b=9, 8/13=0.6
therefore
2a/a+b value is
0.8≤(2a/a+b)≥0.5
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