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Simplify using the order of operations:

Business/Management

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Answers

4 parts
a
21
b
17
c
1064
d
265

Step-by-step solution

10 steps

Let's work through these calculations again.

1. Simplify using the order of operations:

Part a· 2 steps

52−225^2 - 2^2

  1. Calculate the exponents.

    52=255^2 = 25 22=42^2 = 4
  2. Perform the subtraction.

    25−4=2125 - 4 = 21

    The simplified expression is 21\boxed{21}.

Part b17

42+134^2 + 1^3

  1. Calculate the exponents.

    42=164^2 = 16 13=11^3 = 1
  2. Perform the addition.

    16+1=1716 + 1 = 17

    The simplified expression is 17\boxed{17}.

Part c1064

103+8210^3 + 8^2

  1. Calculate the exponents.

    103=100010^3 = 1000 82=648^2 = 64
  2. Perform the addition.

    1000+64=10641000 + 64 = 1064

    The simplified expression is 1064\boxed{1064}.

Part d265

72+637^2 + 6^3

  1. Calculate the exponents.

    72=497^2 = 49 63=2166^3 = 216
  2. Perform the addition.

    49+216=26549 + 216 = 265

    The simplified expression is 265\boxed{265}.

Part e· 2 steps

92−249^2 - 2^4

  1. Calculate the exponents.

    92=819^2 = 81 24=162^4 = 16
  2. Perform the

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