\(=\dfrac{2^{15}\cdot3^4}{2^5\cdot2^9\cdot3^5}=\dfrac{2}{3}\)
`[2^15 .81]/[6^5 .8^3]`
`=[2^15 .3^4]/[2^5 .3^5 .(2^3)^3]`
`=[2^15 .3^4]/[2^5 .3^5 .2^9]`
`=[2^15 .3^4]/[2^14 .3^5]`
`=2/3`
`= (2^15 xx 3^4)/(2^5 xx 3^5 xx 2^9)`
`= 2/3`
215.8165.83215.8165.83
=215.3425.35.(23)3=215.3425.35.(23)3
=215.3425.35.29=215.3425.35.29
=215.34214.35=215.34214.35
=23
