What are all the real zeroes of y = (x –12)^3 – 7
2 answers:
You might be right.
Let y = 0
(x - 12)^3 - 7 = 0 Subtract 7 from both sides
(x - 12)^3 = 7 Take the cube root of both sides.
x - 12 = cuberoot(7) Add 12 to both sides
x = 12 + cuberoot(7)
Are the other two real or imaginary? The quickest way to find out the answer is to graph the original equation. It has the shape of something that crosses the x axis but once. So the other two roots are imaginary.
My calculator says that the real root is 13.91
The two complex ones are 11.04 +/- 1.66i which of course is not real.
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Answer:
3515
Step-by-step explanation:
Data provided in the question:
Dimension of the container = 1.5 m x 18 cm x 28 cm
volume of the container = 150 cm × 18 cm × 28 cm = 75600 cm³
also,
1 L = 1000 cm³
thus,
volume of the container = = 75.6 L
Volume of the U.S pint = 0.4732 L
therefore,
Number of pint in the container =
=
= 159.76
Also it is given that
Number of Pacific oysters per pint = 10
Number of Atlantic oysters per pint = 32
Thus,
for 159.76 pint
Pacific oysters in container = 10 × 159.76 = 1597.6 ≈ 1598
Atlantic oysters in the container = 32 × 159.76 = 5112.42 ≈ 5113
hence,
order short of your anticipated count = 5113 - 1598 = 3515