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Write the sentence as an equation.\newlinea×357=381a \times 357 = 381\newlineType a slash (/ / ) if you want to use a division sign.\newline_____

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Q. Write the sentence as an equation.\newlinea×357=381a \times 357 = 381\newlineType a slash (/ / ) if you want to use a division sign.\newline_____
  1. Identify Operation: Identify the math operation found in the phrase:\newlinea×357a \times 357\newline"times" means that the values are being multiplied.\newlineThe operation is multiplication.
  2. Write Mathematical Form: Write the mathematical form for the phrase "a×357a \times 357".\newlineFor multiplication, the order does not matter as it is commutative.\newlineThe phrase says "a×357a \times 357".\newlineThis means that aa is being multiplied by 357357.\newlineExpression: a×357a \times 357
  3. Write Equation: Write the equation for the given sentence " (a×357)(a \times 357) is 381381 ".\newlineThe phrase " (a×357)(a \times 357) is 381381 " states that a×357a \times 357 is equal to 381381.\newlineEquation: a×357=381a \times 357 = 381