How do you multiply $(5.67811 \times 10^{5}) \times (3.15576 \times 10^{7})$ $(5.67811times10^5) times (3.15576 times 10^7)$ ?

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Answer 1 · 2018-05-03T03:18:18

$1.7918752413600$ $1.7918752413600$ x $10^{- 13}$ $10^-13$

First, follow PEMDAS (Parentheses, Exponents, Multiply, Divide, Add, Subtract).

Multiply what's in your parentheses first:

( $5.67811$ $5.67811$ x $10^{5}$ $10^5$ ) = $567, 811$ $567,811$
( $3.15576$ $3.15576$ × $10$ $10$ ^7) = $31, 557, 600$ $31,557,600$

Now, multiply.

$567, 811$ $567,811$ x $31, 557, 600$ $31,557,600$ = $17, 918, 752, 413, 600$ $17,918,752,413,600$

$1.7918752413600$ $1.7918752413600$ x $10^{- 13}$ $10^-13$

How do you multiply (5.67811times10^5) times (3.15576 times 10^7)(5.67811×105)×(3.15576×107)(5.67811times10^5) times (3.15576 times 10^7)?