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Numerical Ability
Arithmetic
: For a real number x, int (x) denotes the integral part of x, that is int(x) is the largest integer less than or equal to x. Thus int (1.2) = 1 and int (-2.4) = -3, The value of int(1/2)+int(1/2+1/100)+int(1/2+2/100)... .int(1 /2+99/100) is
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- from int(1/2)+int(1/2+1/100)+....int(1/2+49/100) each term is less than 1 so
int(1/2)+int(1/2+1/100)++....int(1/2+49/100) = 0
from int(1/2+50/100)+int(1/2+51/100)+...+int(1/2+99/100) ,each term has a value greater than 1 except int(1/2+50/100)= int(1)=1
from 50 to 99 each gives a value 1
int(1/2)+int(1/2+1/100)+int(1/2+2/100)... .int(1 /2+99/100)= 1+1+..+ 50 times
= 50 - 10 years agoHelpfull: Yes(28) No(0)
- 50, up to int(1/2+49/100) we will get zero from int(1/2+50/100) we get 1 as answer
so summing frm there we get 50 - 10 years agoHelpfull: Yes(3) No(0)
- Answer can be 49
- 10 years agoHelpfull: Yes(1) No(2)
- it will be 50
- 10 years agoHelpfull: Yes(1) No(1)
- All the terms will be ZERo hence ANS is 0
- 10 years agoHelpfull: Yes(0) No(2)
- 50
as the value from 1 to 49 will give the integer value0 so summation from int(1/2)....int(1/2+49/100) = 0
so from now onwards int(1/2+50/100)=1
int(1/2+50/100)......int(1/2+99/100)=50 - 10 years agoHelpfull: Yes(0) No(1)
- 50
as the value from 1 to 49 will give the integer value0 so summation from int(1/2)....int(1/2+49/100) = 0
from int(1/2)+int(1/2+1/100)+....int(1/2+49/100) each term is less than 1 so
int(1/2)+int(1/2+1/100)++....int(1/2+49/100) = 0
from int(1/2+50/100)+int(1/2+51/100)+...+int(1/2+99/100) ,each term has a value greater than 1 except int(1/2+50/100)= int(1)=1
from 50 to 99 each gives a value 1
int(1/2)+int(1/2+1/100)+int(1/2+2/100)... .int(1 /2+99/100)= 1+1+..+ 50 times
so from now onwards int(1/2+50/100)=1
int(1/2+50/100)......int(1/2+99/100)=50
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- 100
because each term will equalise to 1 and addind upto 100 times it would be equal to 100 - 10 years agoHelpfull: Yes(0) No(3)
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