Problem 31
Question
Find the sums. \(21+(-4)\)
Step-by-Step Solution
Verified Answer
Answer: The sum of the numbers 21 and -4 is 17.
1Step 1: Identify the signs of the numbers
The first number is \(21\), which is positive. The second number is \((-4)\), which is negative.
2Step 2: Determine if you are adding or subtracting
Since the problem involves adding a positive and a negative number, we are essentially subtracting the absolute values of the numbers. In other words, the problem can be rewritten as \(21 - 4\).
3Step 3: Subtract the smaller absolute value from the larger one
In this step, we subtract the absolute value (ignoring the signs) of the smaller number from the absolute value of the larger number: \(21 - 4 = 17\).
4Step 4: Determine the sign of the result
Since the larger number, \(21\), is positive, the result will also be positive. Therefore, the answer is \(+17\).
So, \(21+(-4) = 17\).
Other exercises in this chapter
Problem 31
Write the following expressions using only positive exponents. Assume all variables are nonzero. $$ (r+3)^{-8} $$
View solution Problem 31
For the following exercises, perform the indicated operations. $$ -11-(-8) $$
View solution Problem 31
Determine each of the values, |-26|
View solution Problem 31
Rewrite the problem in a simpler form. $$ -(-5) $$
View solution