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hodyreva [135]
3 years ago
10

Use words and symbols to describe the value of each term as a function of its position:

Mathematics
1 answer:
Lyrx [107]3 years ago
7 0

Answer:

value of term=9n

Step-by-step explanation:

Value of term = position*9

9=9*1

value of term=9n

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Answer:

24 centimeters

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l + l + w + w

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Edgar has test scores of 87, 92, 90, 84, 88, and 91. What is the lowest grade Edger can get on the next test to have an A averag
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Find The area of the triangle given that sin(C) equals 1/2 round the answer to the nearest whole number
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3 years ago
Write the expression “the sum of seven times a number and five, divided by the sum of negative two times the number and eleven”
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4 years ago
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Find all real and imaginary zeros 1.) 343x^3-8=0 2.) 64x^3=0
puteri [66]
1.                                                                  343x³ - 8 = 0
                             343x³ + 98x² - 98x² + 28x - 28x - 8 = 0
                             343x³ + 98x² + 28x - 98x² - 28x - 8 = 0
    7x(49x²) + 7x(14x) + 7x(4) - 2(49x²) - 2(14x) - 2(4) = 0
                       7x(49x² + 14x + 4) - 2(49x² + 14x + 4) = 0
                                              (7x - 2)(49x² + 14x + 4) = 0
                                  7x - 2 = 0    or    49x² + 14x + 4 = 0
                                      + 2 + 2           x = -(14) ± √((14)² - 4(49)(4))
                                       7x = 2                               2(49)
                                        7     7           x = -14 ± √(196 - 784)
                                         x = ²/₇                           98
                                                            x = -14 ± √(-588)
                                                                         -98
                                                            x = -14 ± 14i√(3)
                                                                         -98
                                                            x = -14 + 14i√(3)  or  x = -14 - 14i√(3)
                                                                         -98                            -98
                                                            x = ¹/₇ - ¹/₇i√(3)  or  x = ¹/₇ + ¹/₇√(3)
                                                            x = ¹/₇ ± ¹/₇i√(3)
                                        Solution Set: {¹/₇ ± ¹/₇i√(3), ²/₇}

2. 64x³ = 0
     64     64
        x³ = 0
   ∛(x³) = ∛(0)
         x = 0
Solution Set: {0}
6 0
4 years ago
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