which shows two expressions that are equivalent to (-8)(-12)(2)?\n(-96)(2) and (-8)(-24)\n(-8)(-24) and…

which shows two expressions that are equivalent to (-8)(-12)(2)?\n(-96)(2) and (-8)(-24)\n(-8)(-24) and (-1)(192)\n(-96)(2) and (-1)(192)\n(-8)(-24) and (-16)(-12)

which shows two expressions that are equivalent to (-8)(-12)(2)?\n(-96)(2) and (-8)(-24)\n(-8)(-24) and (-1)(192)\n(-96)(2) and (-1)(192)\n(-8)(-24) and (-16)(-12)

Answer

Explanation:

Step1: Calculate the value of (-8)(-12)(2)

(-8)(-12)(2)=(96)(2) = 192

Step2: Calculate the values of each option

  • Option 1: (-96)(2)= - 192, (-8)(-24)=192. One is not equivalent.
  • Option 2: (-8)(-24)=192, (-1)(192)= - 192. One is not equivalent.
  • Option 3: (-96)(2)= - 192, (-1)(192)= - 192. Both are not equivalent.
  • Option 4: (-8)(-24)=192, (-16)(-12)=192. Both are equivalent.

Answer:

(-8)(-24) and (-16)(-12)