Question

Write the first 20 decimal digits in base 3?

Answer 1

answer is Base-3 to Decimals conversion calculator with metric table chart. ... 10, = 3. 11, = 4. 12, = 5. 20, = 6. 21, = 7. 22, = 8. 100, = 9. 101, = 10. 102, = 11. 110, = 12. 111, = 13. 112, = 14.

Answer 2

The first 20 decimal digits in base 3 are :

firstly divide the decimal number by 3 to convert it to base 3 then get the remainder from the ternary digit and repeat the steps until the quotient comes out to be 0.

so, by using the above method convert the first 20 decimal digits in base 3.

• $(1)_{10} =(1)_{3}$                  ( here, on dividing 1 by 3 answer comes out 1 )
• $(2)_{10}=(2)_{3}$
• $(3)_{10}=(10)_{3}$
• $(4)_{10}=(11)_{3}$
• $(5)_{10}=(12)_{3}$
• $(6)_{10}=(20)_{3}$
• $(7)_{10}=(21)_{3}$
• $(8)_{10}=(22)_{3}$
• $(9)_{10}=(100)_{3}$
• $(10)_{10} =(101)_{3}$
• $(11)_{10} =(102)_{3}$
• $(12)_{10}=(110)_{3}$
• $(13)_{10}=(111)_{3}$
• $(14)_{10}=(112)_{3}$
• $(15)_{10}=(120)_{3}$
• $(16)_{10}=(121)_{3}$
• $(17)_{10}=(122)_{3}$
• $(18)_{10}=(200)_{3}$
• $(19)_{10}=(201)_{3}$
• $(20)_{10}=(202)_{3}$

so, above are the first 20 decimal digits in base 3.