Question

The smallest positive integer n for which the statement 4n+1 < 5 holds true is

Answer 1

Answer:There is no smallest positive integer exists which holds 4n+1<5 true.

Step-by-step explanation:This because if we put smallest positive integer i.e. 1 in 4n+1<5

the result would be,

4n+1<5

4×(1)+1<5

4+1<5

5<5

Which is not true and there is no other possible smallest integer that can holds it true.

Hope it will help you.