would (3.6X10^5) x (7.2x10^7) come out to 25.92X10^12?
idk
\[(3.6*10{}^{\wedge}5) (7.2*10{}^{\wedge}7)=2.592*10{}^{\wedge}13 \]
rob , why would the decimal move?
gah. i dont even know why im second guessing your answer!
@savannahw88 it depends entirely on what canonical form you've chosen to represent the number. Since contextually it appears to be a scientific notation problem, you always want to keep a single whole part in the one's place.
\[25.92*10{}^{\wedge}12=2.592 * 10{}^{\wedge}13 \]
yes. scientific notation. sorry i wasnt specific.
well here it goes. I had five questions and just wanted to seek a second opinion on this last one. thanks guys. or gals.
np
wait one more double check. (-3p)^2 simplified is -3p^2.....
\[(-3p){}^{\wedge}2\text{ //}\text{Simplify} \to 9 p^2 \]
the same would go for (5p)^-2?
25p^2?
\[(5p){}^{\wedge}-2=\frac{1}{(5p){}^{\wedge}2}=\frac{1}{25 p^2} \]
is that because the exponent is negative?
Yes.
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