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What is the 10th term of the sequence represented by an = (-2)n + 3n? a10 = -994
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What is the 10th term of the sequence represented by an = (-2)n + 3n? a10 = -994
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Nov 18, 2017
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What is the 10th term of the sequence represented by an = (-2)n + 3n? a10 = -994
Mathematics
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Othman Benchekroun
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I had to google this one and got 17...
RedRaven
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Nov 25, 2017
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I NEED HELP PLEASE! Khalid wrote the sequence below. x-1, -2x+2, 4x-4, -8x+8 Which formula can be used to find the 10th term of the sequence? A. a10=(x-1)*(-2)^1^0^-^1 B. a10=(x-1)^1^0^-^1 C. a10=(x-1)*(2)^1^0^-^1
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Khalid wrote the sequence below. x-1, -2x+2, 4x-4, -8x+8 Which formula can be used to find the 10th term of the sequence? A. a10=(x-1)*(-2)^10-1 B. a10=(x-1)^10-1 C. a10=(x-1)*(2)^10-1 D. a10=(x-1)*(-2)^10
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Using the graph below, what is the 10th term of the arithmetic sequence? A.a10 = 26 B.a10 = 31 C.a10 = 30 D.a10 = 436
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