Which of the following integer has a greater absolute value?
\large \rm -12, -7, -20 \: or \: -25−12,−7,−20or−25
ANSWER:
Let us first define the term "absolute value". What does this actually mean?
ABSOLUTE VALUE
The modulus of a real number x or what we call the absolute value, denoted as |x|, is the positive value of x disregarding its sign whether it is negative or another positive number.
Therefore, |x| = x if x is positive also if x is negative. For example, the absolute value of 5 is 5, and the absolute value of −5 is also 5.
EXPLANATION:
The absolute values of the given numbers in the problem is 12 from |-12|, 7 from |-7|, 20 from |-20| and 25 from |-25|. This means that -25 has the greatest absolute value in all of the given integers.
\large\boxed{ \rm \therefore \: The \: answer \: is \: - 25.}
Answers & Comments
Answer:
PROBLEM:
Which of the following integer has a greater absolute value?
\large \rm -12, -7, -20 \: or \: -25−12,−7,−20or−25
ANSWER:
Let us first define the term "absolute value". What does this actually mean?
ABSOLUTE VALUE
The modulus of a real number x or what we call the absolute value, denoted as |x|, is the positive value of x disregarding its sign whether it is negative or another positive number.
Therefore, |x| = x if x is positive also if x is negative. For example, the absolute value of 5 is 5, and the absolute value of −5 is also 5.
EXPLANATION:
The absolute values of the given numbers in the problem is 12 from |-12|, 7 from |-7|, 20 from |-20| and 25 from |-25|. This means that -25 has the greatest absolute value in all of the given integers.
\large\boxed{ \rm \therefore \: The \: answer \: is \: - 25.}
∴Theansweris−25.
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