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58.3 ×89=

58.3×89=58.3 \times 89=

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Q. 58.3×89=58.3 \times 89=
  1. Set up multiplication problem: Set up the multiplication problem with the two numbers, 58.358.3 and 8989.
  2. Multiply whole numbers: Multiply the numbers as if they were both whole numbers, ignoring the decimal point for now. Multiply 583583 by 8989.\newline\newline\begin{array}{r}\newline ext{ }583583 (\newline\)\times ext{ }8989 (\newline\)\hline\newline\end{array}\newline
  3. Multiply 99 by 583583: Multiply 99 by 583583.\newline \begin{array}{c@{\times}c} & 583 \ & 9 \ \hline & 5247 \ \end{array}
  4. Write down result and add zero: Write down the 52475247, and remember to add a zero (as a placeholder) before multiplying the next digit.\newline\newline\begin{array}{r}\newline\phantom{00}583583 (\newline\)\times\phantom{00}8989 (\newline\)\hline\newline\phantom{00}52475247 (\newline\)00\newline\end{array}\newline
  5. Multiply 88 by 583583: Multiply 88 by 583583 and add the zero placeholder.\newline\newline\begin{array}{c@{}c@{}c@{}c@{}c}\newline& & 55 & 88 & 33 (\newline\)& \times & 88 & 99 & (\newline\)\cline{115-5}\newline& 55 & 22 & 44 & 77 (\newline\)+ & 44 & 66 & 66 & 44 & 00 (\newline\)\end{array}\newline
  6. Add the results: Add the two results together.\newline52475247\newline+46640+46640\newline00000\underline{\phantom{00000}}\newline5188751887
  7. Count decimal places: Count the number of decimal places in the original numbers. There is one decimal place in 58.358.3.
  8. Place decimal point in answer: Place the decimal point in the answer. Since there is one decimal place in the original number, the final answer should have one decimal place. 5188.75188.7

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