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Mathematics, 26.05.2021 22:30 pepethefrog3
Please help me ASAP I’d give you the brainlessly please and thank you!!
Jacob throws an acorn into the air. It lands in front of him. The acorn's path is
described by the equation y = -2x + 12x+8, where x is the acorn's horizontal
distance from him and y is the height of the acorn.
Solve - 2x2 + 12x + 8 = 0 to see where the acorn hits the ground,
Are both solutions reasonable in this situation?
A. x = 3 + 73 = 6.61 feet and x = 3 - V13 = -0.61 feet. Distance can't
be negative, so x = 3 - V13 is not a reasonable solution.
B. x = -12 + /13 = -8.39 feet and x = -12 - V1-13 = -15.61 feet.
Distance can't be negative, so neither solution is reasonabohy
C. x= -12 + 713 = -8.39 feet and x = -12 - V1-13 = -15.61 feet. Both
solutions are reasonable,
D. x= 3 + /13 = 6.61 feet and x = 3 - 13 = -0.61 feet. Both solutions
are reasonable.
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