Question

grhhrhhtrttrhthr

Answer 1

@Vocaloid Think you can help here? This is the unit I'm currently on, so I can't really help all that much

Answer 2

@cpleasure hi
the planck's constant is \[h=6.63 \times 10^{-34}\] just type that into the calculator

Answer 3

any specific calculator?

Answer 4

i think e suppose to be the 10 or is it mathematical symbol `e` ?

Answer 5

which one do you have ? 89 or 86 TI or mayb 36x

Answer 6

or you can use wolframalpha i can show you how it needs to be type

Answer 7

yeah i can do wolframalpha

Answer 8

how should it be typed in?

Answer 9

once second

Answer 10

\[ \frac{(6.63 \times 10^{34} )}{(1.66 \times 10^{-27} )(5.00 \times 10^6 )}\]
`(6.63 times 10^{-34} )/((1.66 times 10^{-27 })(5.00 times 10^6 ))` type this into the wolframalpha

Answer 11

I got {7.98795×10^-14} but why doesn't it show the steps?

Answer 12

ohh its not gonna show you the steps. in order to see the steps you have to subscribe and pay

Answer 13

i can show you the steps

Answer 14

yeah that would be very helpful! thanks!

Answer 15

\[ \frac{(6.63 \times 10^{34} )}{(1.66 \times 10^{-27} )(5.00 \times 10^6 )}\]
so we have to use exponent rules here
1st rule)
\[\rm \color{blue}{x}^n \times \color{blue}x^m= \color{blue}{x}^{n+m}\]
so ^when we multiply same base(which is x) we can add the exponents(n and m)
\[\rm \frac{\color{blue}{x}^a}{\color{blue}{x}^b}= \color{blue}{x}^{a-b}\]
and when we divide same bases we have to subtract their exponents

Answer 16

\[ \frac{(\color{red}{6.63} \times \color{blue}{10}^{34} )}{(\color{red}{1.66 }\times \color{blue}{10}^{-27} )(\color{red}{5.00 }\times \color{blue}{10}^6 )}\]
\[\color{red}{\frac{ 6.63 }{ 1.66 \times 5 }}\] multiply (1.66 *5) which is equal to 8.3 and then divide 6.63 by 8.3 which is equal to 0.79879518072
\[\frac{ \color{blue}{10}^{-34} }{ \color{blue}{10}^{-27} \times \color{blue}{10}^6 }\]
first apply product rule
\[\color{blue}{10}^{-27} \times \color{blue}{10}^{6}= \color{blue}{10}^{-27+6}= \color{blue}{10}^{-21}\]

Answer 17

now we hav e\[\frac{ \color{blue}{10}^{-34} }{ \color{blue}{10}^{-21} }\]
apply the quotient rule \[\large\rm \frac{ \color{blue}{10}^{-34} }{ \color{blue}{10}^{-21} }=\color{blue}{10}^{-34\color{red}{-}(-21)} =\color{blue}{10}^{-34\color{red}{+}21}=\color{blue}{10}^{-13}\]

Answer 18

so our final answer is \[0.79879518072 \times 10^{-13}\] and move one decimal to the right to write it in scientific notation \[7.988 \times 10^{-14}\]

Answer 19

does it make any sense or no lol

Answer 20

Yes lol. I got it all. I understand it so much better! thank you sooo much!

Answer 21

awesome. let me know if there is any confusion!