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[(-2) - {(-4)^2 - 2}] ● ((-4) - (-3))

Guest Jun 11, 2017

Best Answer 

 #1
avatar+1224 
+2

I think I can help you evaluate this expression:

 

\([-2-((-4)^2-2)]*(-4-(-3))\)

 

\([-2-((-4)^2-2)]*(-4-(-3))\) This is the original expression. First, evaluate parentheses from left to right. Of course, you have to order of operations within a set of parentheses. Do \((-4)^2=-4*-4=16\)
\([-2-(16-2)]*(-4-(-3))\) Do \(16-2\) because those are the innermost parentheseses.
\([-2-14]*(-4-(-3))\) Do \(-2-14\) because you evaluate parentheses from left to right!
\(-16*(-4-(-3))\) Now, evaluate \(-4-(-3)=-4+3=-1\).
\(-16*-1\) Evaluate -16*-1.
\(16\) This is your answer
   
TheXSquaredFactor  Jun 11, 2017
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1+0 Answers

 #1
avatar+1224 
+2
Best Answer

I think I can help you evaluate this expression:

 

\([-2-((-4)^2-2)]*(-4-(-3))\)

 

\([-2-((-4)^2-2)]*(-4-(-3))\) This is the original expression. First, evaluate parentheses from left to right. Of course, you have to order of operations within a set of parentheses. Do \((-4)^2=-4*-4=16\)
\([-2-(16-2)]*(-4-(-3))\) Do \(16-2\) because those are the innermost parentheseses.
\([-2-14]*(-4-(-3))\) Do \(-2-14\) because you evaluate parentheses from left to right!
\(-16*(-4-(-3))\) Now, evaluate \(-4-(-3)=-4+3=-1\).
\(-16*-1\) Evaluate -16*-1.
\(16\) This is your answer
   
TheXSquaredFactor  Jun 11, 2017

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