Question

If [x] indicates integral of x i.E is the largest integer less than x and |x| indicates absolute value of x then find the value of [1.99]+[-2.99]+[1.03]+[2.50]

Answer 1

Answer:

[1.99]+[-2.99]+[1.03]+[2.50] = 1

Step-by-step explanation:

[x] indicates integral of x i.E is the largest integer less than x

the value of [1.99]+[-2.99]+[1.03]+[2.50]

Lets get absolute value of Each first

[1.99] = 1

[-2.99] = -3

[1.03] = 1

[2.50] = 2

Now adding absolute Values

= 1 - 3 + 1 + 2

= 4 - 3

= 1

=> [1.99]+[-2.99]+[1.03]+[2.50] = 1