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Class 10 > Learn Class IX-X Tuition > If X to the power of X = 2 to the power of 11 then...
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If X to the power of X = 2 to the power of 11 then the value of X is ?

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BE(Electronics)

X^X = 2^11 = 2048 =4.837^4.837 or (4.837 to the power of 4.873). Hence Value of X = 4.837 (approx)..............
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B.Tech. in Computer Sc. and Engg. NIT, Calicut.

i.e. X^X= 2048 i.e. X = 4.8 (4^4=256; 5^5=3125. Hence the answer should clearly be between 4 and 5)
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Tutor

x=4.837
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Math Educator for Std.11th ,12th , Engineering Entrance and Degree Level with 11+ Years Experience

Your answer is wrong Mr. Mohit and Mam Pavitra.
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Math Educator for Std.11th ,12th , Engineering Entrance and Degree Level with 11+ Years Experience

X^X = 2^11 = 2048 ,base and its power, both are same so value must be same , (4^4=256; 5^5=3125. so, the answer must be between 4 and 5) (4.837 to the power of 4.873 = 2048) Hence x = 4.873
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Tutor

4.8372
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M.TECH from UGC, in Electronics and Telecommunication. B.E Electronics and Communication,

4.837 approx.
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Teaching is my passion!!!!

approx. 4.837
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Tutor

4.837
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SME in Mathematics & Statistics

x to the power x = 2048 Since, 4 to the power 4 = 256, 5 to the power 5 = 3125, the value of x must be between 4 and 5. Again since 2048 is closer to 3125, value of x must be closer to 5. This can not be solved algebraically. Using numerical methods we will get x = 4.837
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