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\(\bf (9.2\times 10^{28})\div (4.6\times 10^9)\implies 9.2\times 4.6\times 10^{28}\times 10^9\\ \quad \\ 9.2\times 4.6\times 10^{28-9}\)
hmm actually one sec. lemme rewrite that
\(\bf (9.2\times 10^{28})\div (4.6\times 10^9)\implies (9.2\div 4.6)\times (10^{28}\div 10^9)\\ \quad \\ (9.2\div 4.6)\times 10^{28-9}\)
so?
@MattGibson From above, divide 9.2 by 4.6. Then, subtract 9 from 28. Post what you get, okay?
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