Represent the real-world situations below with an integer. a. The temperature drops to 15 degrees below zero. Write an absol

Question

Represent the real-world situations below with an integer.
a. The temperature drops to 15 degrees below zero. Write an absolute value to
represent the change in temperature.
b. Michael has $0 in his account but makes a purchase and overdrafts his account by
$75. Write an absolute value to represent the change in Michael’s account balance.
c. An elevator rises to the ninth floor. Write an absolute value to represent the change
in floor levels.
d. The parking garage is located 4 floors underneath ground level. Write an absolute
value to represent the distance in floors from the ground.
OManeuvering the Middle LLC, 2017

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Khang Minh 3 weeks 2023-01-13T11:02:51+00:00 1 Answer 0 views 0

Answer ( 1 )

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    2023-01-13T11:03:58+00:00
    Represent the real-world situations below with an integer.
    The required absolute temperature that represents a drop in temperature is -15°.
    What is absolute value?
    The absolute value is always a positive number except for zero, as zero is neither positive or negative.
    Absolute value refers to the distance of a number from zero, regardless of direction. The distance is always positive, as absolute value of a number cannot be negative.
    In first question we need to find absolute temperature.
    The temperature is initially  0° C and then it drops by 15° C
    So the temperature becomes  = 0 -15 = -15 ° C
    Thus, the required absolute temperature that represents a drop in temperature is -15°.
    In second question we need to find absolute value of change.
    The absolute value of Michaels’s account overdraft of $75 will be 75.
    It is because absolute values are always written as positive value.
    In the third question we need to find absolute value of change.
    The absolute value of elevator will be 9 as the elevator ascended from ground floor to 9 floor.
    In the fourth question we again need to find the absolute value of change.
    The garage is underneath the ground floor so it can be represented as -4 but as we know that absolute value are always positive, so the absolute value of distance in floors will be 4.
    To learn more about absolute value:
    #SPJ9

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