What Is The 25th Term Of Arithmetic Sequence If The Terms Is 12,9,6
What is the 25th term of arithmetic sequence if the terms is 12,9,6
Answer:
The 25th term of arithmetic sequence if the terms is 12,9,6 is -60
5x - 10x2=0 (The 2 In 10x Is Squared)
5x - 10x2=0 (the 2 in 10x is squared) Rearrange the terms. The number with the highest exponent should come first. Factor the left side of the equation Set the factors equal to 0 5x = 0 or -2x + 1 = 0 x = 0 or x = 1/2
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