Write the interger greater than 0, 10 and (-10)?
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1
Answer:
11,12,13,14,15,16,17,18,19,20
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0
Answer:
It is given that
−10<x<10
That is
∣x∣<10 ...(i)
Now
∣x−2∣<3
−3<x−2<3
−1<x<5 ...(ii)
Hence
from ii,
xϵ(−1,5) and from i xϵ(−10,10)
Hence
xϵ(−1,5)
Now x is an integer.
Hence the set of integers falling in the above solution set is
{0,1,2,3,4}.
Step-by-step explanation:
It is given that
−10<x<10
That is
∣x∣<10 ...(i)
Now
∣x−2∣<3
−3<x−2<3
−1<x<5 ...(ii)
Hence
from ii,
xϵ(−1,5) and from i xϵ(−10,10)
Hence
xϵ(−1,5)
Now x is an integer.
Hence the set of integers falling in the above solution set is
{0,1,2,3,4}.
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