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Edidiong Umanah

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What will be the result when zero is raised to a power of zero?
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Let the 1st term be "a" and the 2nd term be "a+d" then 3rd term = a+2d = 10+a(i.e 10 more than the 1st term) and 5th term = 15+a+d(i.e 15 more than the 2nd term). Then 2d = 10(from 1st statement). This implies that d =5. Then the 7th term = a+6d =7a(7
1st term = 7, 2nd term = a+d = 7+d. Then, since 10th term is twice it second, it implies 10th term = a+9d = 7+9d = 2(7+d). Open the bracket and collect like terms we have, 9d-2d = 14-7. Then 7d = 7. Finally, d = 1. (a) the 19th terms = a+18d = 7+18(1) =
The answers are 0 and -7/5. These are the only solutions that satisfy the equation. Thanks
52 is the answer

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