
Calculate the sum of four times the largest negative integer and the smallest positive integer.
$
A. {\text{ - 3}} \\
{\text{B. - 2}} \\
{\text{C. - 1}} \\
{\text{D. 0}} \\
{\text{E. 1}} \\
$
Answer
613.8k+ views
Hint- Here we will proceed by taking the largest negative integer i.e. -1 and the smallest positive integer i.e. 1, we will add both the integers and get the required result.
Complete Step-by-Step solution:
As we know the largest negative integer is -1 and the smallest positive integer is 1.
According to the question-
We are given four times the largest negative integer and the smallest positive integer.
Which implies that 4(-1) + 1
$ \Rightarrow - 4 + 1$
$\Rightarrow -3$
Therefore, the sum of four times the largest negative integer and the smallest positive integer is -3.
Hence option A is correct.
Note- While solving this question, we must know that the largest negative integer is -1 and the smallest positive integer is 1. Also one must be careful while reading the given condition and applying it to get the required answer.
Complete Step-by-Step solution:
As we know the largest negative integer is -1 and the smallest positive integer is 1.
According to the question-
We are given four times the largest negative integer and the smallest positive integer.
Which implies that 4(-1) + 1
$ \Rightarrow - 4 + 1$
$\Rightarrow -3$
Therefore, the sum of four times the largest negative integer and the smallest positive integer is -3.
Hence option A is correct.
Note- While solving this question, we must know that the largest negative integer is -1 and the smallest positive integer is 1. Also one must be careful while reading the given condition and applying it to get the required answer.
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