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Explanation is must
Solve the following question for 50 points
Answers
((1 + sqrt2 + sqrt5)^2)3
(1 + 2 + 5+ 2sqrt2 + 2sqrt5 + 2sqrt2sqrt5)^3
(8 + 2(sqrt2 + sqrt5 + sqrt2sqrt5))^3
8^3 + (2(sqrt2 + sqrt5 + sqrt2sqrt5))^3 + 24(sqrt2 + sqrt5 + sqrt2sqrt5)^2 + 192(sqrt2 + sqrt5 + sqrt2sqrt5)
(sqrt2 + sqrt5 + sqrt2sqrt5))^3+ 24(8 + 2(sqrt2 + sqrt5 + sqrt2sqrt5))+ 192(sqrt2 + sqrt5 + sqrt2sqrt5)
from first term total number of rational term we get = 4
in second term we get = 3
in 4th term we get = 3
total number of term = 4+3+3=10
option B
Answer:
((1 + sqrt2 + sqrt5)^2)3
(1 + 2 + 5+ 2sqrt2 + 2sqrt5 + 2sqrt2sqrt5)^3
(8 + 2(sqrt2 + sqrt5 + sqrt2sqrt5))^3
8^3 + (2(sqrt2 + sqrt5 + sqrt2sqrt5))^3 + 24(sqrt2 + sqrt5 + sqrt2sqrt5)^2 + 192(sqrt2 + sqrt5 + sqrt2sqrt5)
(sqrt2 + sqrt5 + sqrt2sqrt5))^3+ 24(8 + 2(sqrt2 + sqrt5 + sqrt2sqrt5))+ 192(sqrt2 + sqrt5 + sqrt2sqrt5)
from first term total number of rational term we get = 4
in second term we get = 3
in 4th term we get = 3
total number of term = 4+3+3=10