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Which statement best explains one reason why the cells produced from meiosis are different from the cells produced during mitosis? During melosis, one cell divides once into two cells, while in mitosis the cell divides twice into four cells. During meiosis, sections of DNA trade places, producing daughter cells different from the parent cells, while in mitosis, the daughter cells are identical During meiosis, the genetic material is not copied while in mitosis, the genetic material is copied. During meiosis, DNA is intentionally mutated, producing daughter cells with new DNA sequences, while in mitosis,the DNA does not mutate.

Question

Which statement best explains one reason why the cells produced from meiosis are different from the cells produced during mitosis?
During melosis, one cell divides once into two cells, while in mitosis the cell divides twice into four cells.
During meiosis, sections of DNA trade places, producing daughter cells different from the parent cells, while in mitosis, the daughter cells are identical
During meiosis, the genetic material is not copied while in mitosis, the genetic material is copied.
During meiosis, DNA is intentionally mutated, producing daughter cells with new DNA sequences, while in mitosis,the DNA does not mutate.

Which statement best explains one reason why the cells produced from meiosis are different from the cells produced during mitosis? During melosis, one cell divides once into two cells, while in mitosis the cell divides twice into four cells. During meiosis, sections of DNA trade places, producing daughter cells different from the parent cells, while in mitosis, the daughter cells are identical During meiosis, the genetic material is not copied while in mitosis, the genetic material is copied. During meiosis, DNA is intentionally mutated, producing daughter cells with new DNA sequences, while in mitosis,the DNA does not mutate.

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KendraVeteran · Tutor for 12 years

Answer

There are no real solutions for \(x\).

Explain

To solve the trigonometric equation \(2 \sin^2(x) - 3 = 0\), we can start by isolating the sine term. \[2 \sin^2(x) - 3 = 0\]Add 3 to both sides:\[2 \sin^2(x) = 3\]Divide both sides by 2:\[\sin^2(x) = \frac{3}{2}\]Now, take the square root of both sides. However, it's important to note that the sine function's range is between -1 and 1, so there are no real solutions for this equation. Therefore, we have to consider that there are no real values of \(x\) that satisfy the given equation.\[\sin(x) = \pm \sqrt{\frac{3}{2}}\]Since the range of the sine function is between -1 and 1, there are no real solutions for \(x\).
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