Question

write the exponential form of 8/729​

Answer 1

${\fbox{\fbox{\fbox{\huge\sf\red{QuesTiOn}}}}}$

$\sf\purple{☞Write \:the\: exponential\: form\: of\:{\frac{ 8}{729}}}$

${\fbox{\fbox{\fbox{\huge\sf\green{AnsWeR}}}}}$

$\sf\pink{(2)^3=>8 \:and\: (9)^3=>729}$

Therefore,

$\sf\green{\frac{ 8}{729}=>({\frac{2}{9})^3}}$

REMEMBER-:

$\sf\blue{→The \:exponent\: is \:a \:simple\: but\: powerful \:tool.}$

$\sf\orange{→ It \:tells\:us \:how \:many \:times\: a \:number\:should}$$\sf\orange{\: be\: multiplied \:by\: itself \:to \:get \:desired \:result.}$

→ Thus any number ‘5’ raised to power ‘3’ can be expressed as: $\sf\pink{(5)^3=>125}$