Tolong ya kak :( sekalian cara nya :(

Tolong ya kak 🙁 sekalian cara nya 🙁

Penjelasan dengan langkah-langkah:

$frac{( frac{2}{3}b ) ^{2} times ( frac{32 {a}^{3} }{3b} )}{ {a}^{ - 1} {b}^{5} } = frac{(( frac{2}{3})^{2} times {b}^{2} ) times ( frac{32 {a}^{3} {b}^{ - 1} }{3} )}{ {a}^{ - 1} {b}^{5} } \ \ = frac{ frac{4}{9} times {b}^{2} times frac{32}{3} times {a}^{3} times {b}^{ - 1} times a}{ {b}^{5} } \ \ = frac{ (frac{4}{9} times frac{32}{3}) times {b}^{(2 + ( - 1))} times {a}^{(3 + 1)} }{ {b}^{5} } \ \ = frac{128}{27} times b times {a}^{4} times {b}^{ - 5} \ \ = frac{128}{27} times {a}^{4} times {b}^{(1 + ( - 5)) } \ \ = frac{128}{27} times {a}^{4} times {b}^{ - 4 } \ \ = frac{ frac{128}{27} times {a}^{4} }{ {b}^{4} } \ \ = frac{ frac{128}{27} times ( frac{1}{2})^{4} }{( frac{1}{3})^{4} } \ \ = frac{ frac{128}{27} times frac{1}{16} }{ frac{1}{81} } \ \ = frac{8}{27} times frac{81}{1} \ \ = 8 times 3 \ \ = 24$