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17
in Base 16
11234567 in Base
8
Base
On Calculator Casio FX 280
Bases above 10
in Maths
Expanding Hexadecimals On Papaer
Base
120 Number System
Base
24 Number System
DW616 How to Change the
Base
Convert 31 in Base
10 to Base 2 Video
Solving Number Bases Base2
127 Base
10 to Base 8
Hex Ad
How to Convert Base
10 Number to Base 16
Converting Numbers to Base S16
How to Add Numbers with Different Bases
Base
36
Base
Calculator
How to Add Different Bases
What to Add to a
Base
How to Be a
Base
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GCSE-H79-NUM-001: Laws of Indices Question: a) Write down the value of: (i) 7^0 (ii) 5^-2 (iii) 16^(1/2) b) Simplify fully: (10a^7b^4)/(2a^3b) Key exam skill: Know your index laws. Anything to the power 0 is 1. A negative power means reciprocal. Power 1/2 means square root. When dividing powers with the same base, subtract the powers. Answers: (i) 7^0 = 1 (ii) 5^-2 = 1/25 (iii) 16^(1/2) = 4 For part b: 10 divided by 2 = 5 a^7 divided by a^3 = a^4 b^4 divided by b = b^3 Final answer: 5a^4b^3 Save
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