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For a real number x, [x] denotes greates...

For a real number `x, [x]` denotes greatest integer function, then find value of `[1/2]+[1/2+1/100]+[1/2+2/100]+....+[1/2+99/100]`

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Find the value of [3/4]+[3/4+1/100]+[3/4+2/100]+...+[3/4+99/100] .

Consider that [] represents greatest integer function. Find the value of [(1)/(4)]+[(1)/(4)+(1)/(100)]+...+ [(1)/(4)+(99)/(100)] .

For a real number x,[x] denotes the integral part of x. The value of [(1)/(4)]+[(1)/(4)+(1)/(00)]+[(1)/(4)+(2)/(100)]+[(1)/(4)+(3)/(100)]+.........+[(1)/(4)+(99)/(100)]=