What is the value of the expression? Show your work.
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[tex]\dfrac{7^{12} \cdot 7^9}{\left(7^6 \right)^3}\\\\\\=\dfrac{7^{12+9}}{7^{18}}\\\\\\=\dfrac{7^{21}}{7^{18}}\\\\\\=7^{21-18}\\\\\\=7^3\\\\\\=343[/tex]
Answer:
342.9385905398
I’m too lazy to put in any more so ya
Step-by-step explanation:
We solve the top first.
7^12 x 7^9
13,841,287,201 x 40,353,607
558,545,864,083,284,007
The bottom is (7^6)^3
(7^6)^3
(7^18)
1,628,413,597,910,449
558,445,864,083,284,007 divided by 1,628,413,597,910,449
342.9385905398
I’m too lazy to put in any more so ya