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Addison studies a tarantula that is 30 mm long suppose she uses a microscope to magnify the spider by 4×10 to the second power how long will the spider appear to be
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Addison studies a tarantula that is 30 mm long suppose she uses a microscope to magnify the spider by 4×10 to the second power how long will the spider appear to be
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Jul 14, 2015
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Addison studies a tarantula that is 30 mm long suppose she uses a microscope to magnify the spider by 4×10 to the second power how long will the spider appear to be
Mathematics
middle-school
Rohit Kulshreshtha
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The magnification factor is given as
. Therefore multiplying this by the spider's actual length will give its apparent length.
This gives an apparent length of 12,000 mm.
Since 1,000 mm = 1 m, this apparent length is also equivalent to 12 m.
Samuei
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Jul 15, 2015
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The microscope magnifies things by 4 * 10 to the second power, which is 4 * 100. It means it magnifies things 400 times.
If the spider's lenght is 30 mm normally, under such microscope he will appear to be 30 * 400 = 12000 mm (which is 1200 cm or 12 m).
JamesThomasMoon
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Jul 18, 2015
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