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Enter an expression equivalent to ₍₋₂₍₂₎ ᵧ₍₂₎₎ ₍₃ₓᵧ₍₃₎₎ ᵢₙ ₜₕₑ ₒᵣₘ ₐₓ₍ₘ₎ ᵧ₍ₙ₎.

User Timmmm
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1 Answer

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Final answer:

To convert the given expression into simplified form, we need to perform the operations in the correct order. The expression ₍₋₂₍₂₎ ᵧ₍₂₎₎ ₍₃ₓᵧ₍₃₎₎ ᵢₙ ₜₕₑ ₒᵣₘ ₐₓ₍ₘ₎ ᵧ₍ₙ₎ represents a combination of negative and positive numbers as well as variables. The equivalent expression is -18ⵢ₍ₙ₎.

Step-by-step explanation:

To convert the given expression into simplified form, we need to perform the operations in the correct order. The expression ₍₋₂₍₂₎ ᵧ₍₂₎₎ ₍₃ₓᵧ₍₃₎₎ ᵢₙ ₜₕₑ ₒᵣₘ ₐₓ₍ₘ₎ ᵧ₍ₙ₎ represents a combination of negative and positive numbers as well as variables. We'll simplify this expression step by step:

  1. Simplify the inner brackets: ₍₂₎ would give us 2.
  2. Multiply the outer brackets: ₍₋₂ ₍₂₎₎ is equivalent to -2.
  3. Simplify the next set of brackets: ₍₃₎ would give us 3.
  4. Multiply the remaining brackets: ₍₃ₓ₃₎ is equivalent to 9.
  5. Combine the results from steps 2 and 4: -2 x 9 = -18.
  6. Finally, multiply by the remaining variables: ⵢ₍ₙ₎ would give us the final simplified expression: -18ⵢ₍ₙ₎.

Therefore, the equivalent expression is -18ⵢ₍ₙ₎.

User Daniel Leschkowski
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