If 2^b^a – 2^a^b = 2^115 {2^2^c – 2^10}, where a, b and c are
odd prime numbers less than 10, then find the value of a^b/a^c.
plz answer quickly and any problem comment it...
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Answered by
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Answer:first multiply the 2^115 with[ 2^2^c-2^10] then equate
after equating a^b=125 then the only possibility is 5^3.....so a=5 and b=3
then by putting the values of a and b you will get the value of c i.e 7
a^b/a^c=a^b-c=5^3-7=1/5^4=1/625
Answered by
1
Answer:
Explanation:
Answer:first multiply the 2^115 with[ 2^2^c-2^10] then equate
after equating a^b=125 then the only possibility is 5^3.....so a=5 and b=3
then by putting the values of a and b you will get the value of c i.e 7
a^b/a^c=a^b-c=5^3-7=1/5^4=1/625
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