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OpenStudy (brucebaner):
What is the value of expression?
6−7 • 64
A.
6−3
B.
6−11
C.
6−28
D.
6^11
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OpenStudy (brucebaner):
@SolomonZelman
OpenStudy (brucebaner):
@ganeshie8
OpenStudy (brucebaner):
help me plz @wio
OpenStudy (brucebaner):
@AriPotta
OpenStudy (brucebaner):
help me @AriPotta and @wio
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OpenStudy (aripotta):
is that the exact expression or are there any typos?
OpenStudy (brucebaner):
okay
OpenStudy (aripotta):
ok what?
OpenStudy (brucebaner):
so can you help me
OpenStudy (brucebaner):
yes
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OpenStudy (aripotta):
so it's 6 minus 7 times 64?
OpenStudy (brucebaner):
so its C
OpenStudy (aripotta):
i'm asking if that's the correct problem, because i don't see a correct answer
OpenStudy (brucebaner):
oh okay its 6^-7*6^4
OpenStudy (aripotta):
ah yes. that helps :P
\[6{^{-7}} =~\frac{ 1 }{ 6^{7} }\]
so \[\frac{ 1 }{ 6^{7} }\times 6^{4}\]
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OpenStudy (brucebaner):
okay its C
OpenStudy (aripotta):
what are the choices?
OpenStudy (brucebaner):
A. 6^−3
B. 6^−11
C. 6^−28
D. 6^11
OpenStudy (aripotta):
we're basically solving \[\frac{ 6^{4} }{ 6^{7} }\]
OpenStudy (brucebaner):
A
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OpenStudy (aripotta):
yea, i'd say a too :)
OpenStudy (brucebaner):
lol
OpenStudy (brucebaner):
bye thx for helping me @AriPotta
OpenStudy (aripotta):
\(\Large \boldsymbol{ \rlap{\color{#008AFF}{\hspace{2.5pt}n}\color{#0073FF}{\hspace{0.34pt}o} \hspace{3pt}\color{#005CFF}{p} \color{#0045FF}{\hspace{0.9pt}r} \color{#0017FF}{o} \color{#0200FF}{\hspace{1.7pt}b} \color{#3000FF}{\hspace{1.5pt}l} \color{#4700FF}{\hspace{0.4pt}e} \color{#7500FF}{\hspace{0.9pt}m} \color{#8C00FF}{\hspace{0.5pt}o}~\LARGE\color{#D100FF}{\ddot\smile}}{\hspace{1.5pt} no~p\hspace{0.3pt}r\hspace{0.4pt}o\hspace{1pt}b\hspace{1.5pt}l\hspace{0.4pt}e\hspace{0.4pt}m\hspace{0.4pt}o}}\)
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