Problem 37
Question
Find each sum without the use of a number line. $$4+(-7)+(-5)$$
Step-by-Step Solution
Verified Answer
The sum of 4, -7, and -5 is -8.
1Step 1: Add the positive number and the first negative number
First add the positive number (4) with the first negative number (-7). This is the same as subtracting 7 from 4 and your sign will be negative because your negative number is larger than the positive number: \(4-7=-3\). So the result is -3.
2Step 2: Add the result to the second negative number
The result (-3) is then added to the second negative number (-5). This is similar to subtracting 5 from -3, which becomes: \(-3-5=-8\). So the total sum is -8.
Other exercises in this chapter
Problem 37
find the multiplicative inverse of each $$\frac{1}{5}$$
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Use a form of the distributive property to rewrite each algebraic expression without parentheses. $$2(4 x-5)$$
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Write each English phrase as an algebraic expression. Let the variable \(x\) represent the number. one less than the product of 12 and a number
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Simplify each fraction by reducing it to its lowest terms. $$\frac{44}{50}$$
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