solve this using algebra laws of indices
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Step-by-step explanation:
(20d^-8)/5d^2×2d^-9
(20d^-8)/10d^-7
2d^-1
2÷d
9. (12k^-16×5m^-5)/(2m^-2×15k^4)
(12/2)(5/15)(k^-16/k^4)(m^-5/m^-2)
(6/3)k^-20 m^-3
2/((k^20)(m^3))
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Given : 20d⁻⁸/(5d² * 2d⁻⁹)
24x⁻²/(3x⁻⁴*2x⁻⁷)
12k⁻¹⁶*5m⁻⁵/(2m⁻²*15k⁴)
To Find : solve this using algebra laws of indices
Solution:
20d⁻⁸/(5d² * 2d⁻⁹)
= 20d⁻⁸/(10d²⁻⁹)
= 2d⁻⁸/ d²⁻⁹
= 2d⁻⁸/ d⁻⁷
= 2d⁻⁸⁺⁷
= 2d⁻¹
= 2/d¹
= 2/d
20d⁻⁸/(5d² * 2d⁻⁹) = 2/d
Similarly :
24x⁻²/(3x⁻⁴*2x⁻⁷)
= 4x⁹
12k⁻¹⁶*5m⁻⁵/(2m⁻²*15k⁴)
= 2/(m³*k²⁰)
or
2k⁻²⁰m⁻³
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