Solve the Basic Equation: Finding the Value Equal to -25

25= -25=

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Step-by-step video solution

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00:00 Break down to exponent
00:03 Let's break down the exponent into multiplication, including the sign
00:07 It seems this option is not suitable
00:11 This option is exactly like the previous one just multiplied by minus
00:14 This option is suitable
00:19 Let's break down the exponent into multiplication, excluding the sign
00:24 This option is suitable
00:27 And this is the solution to the question

Step-by-step written solution

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1

Understand the problem

25= -25=

2

Step-by-step solution

To solve this problem, we'll evaluate each expression step by step:

  • Option a: (5)2(-5)^2
    This implies that we first compute (5)×(5)(-5) \times (-5) which equals 2525.

  • Option b: (5)2-(-5)^2
    First, find (5)2=25( -5)^2 = 25 . Then, apply the negative sign, resulting in 25-25.

  • Option c: (5)2-(5)^2
    First, find (5)2=25(5)^2 = 25. Then, apply the negative sign, resulting in 25-25.

Options b and c both evaluate to 25-25. Therefore, the correct answer is option d: "Answers b and c".

3

Final Answer

Answers b and c

Practice Quiz

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\( (-2)^7= \)

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