Question

Help me please

8d^3/6c divided by c^3d^4/24

Answer 1

c^2d^7/6c
16c^2/d
64c^2/d
32/c^4d

Answer 2

\(\bf \cfrac{
\frac{8d^3}{6c}
}{
\frac{c^3d^4}{24}
}\qquad recall\implies {\color{brown}{ \cfrac{\quad \frac{a}{b}\quad }{\frac{c}{d}}\implies \cfrac{a}{b}\cdot \cfrac{d}{c}}}\qquad thus
\\ \quad \\
\cfrac{
\frac{8d^3}{6c}
}{
\frac{c^3d^4}{24}
}\implies \cfrac{8d^3}{6c}\cdot \cfrac{24}{c^3d^4}\)

Answer 3

so then i multiply

Answer 4

yeap\(\bf \cfrac{8d^3}{6c}\cdot \cfrac{24}{c^3d^4}\implies \cfrac{8\cancel{ d^3 }\cdot \cancel{ 24 }}{\cancel{ 6c }\cdot c^3\cancel{ d^4 }}\implies ?\)

Answer 5

hmmm
actually \(\bf \cfrac{8d^3}{6c}\cdot \cfrac{24}{c^3d^4}\implies \cfrac{8\cancel{ d^3 }\cdot \cancel{ 24 }}{\cancel{ 6 }c\cdot c^3\cancel{ d^4 }}\implies ?\)

Answer 6

8/c^4

Answer 7

\(\bf \cfrac{8d^3}{6c}\cdot \cfrac{24}{c^3d^4}\implies
\cfrac{8d^3}{6c}\cdot \cfrac{6\cdot 4}{c^3d^3\cdot d}\implies

\cfrac{8\cancel{ d^3 }\cdot \cancel{ 6}\cdot 4 }{\cancel{ 6 }c\cdot c^3\cancel{ d^3 }\cdot d}\implies ?\)

Answer 8

so its 32/c^4d

Answer 9

yeap

Answer 10

thanks can you help me with something else

Answer 11

sure just post anew, so if I dunno someone else may and we can also revvise each other

Answer 12

ok