Answer:
157 times
Explanation:
The total mass of a population is found by multiplying the individual mass by the population. This is true for both beetle flies and brown bears. Once we know the population masses, we can find their ratio.
fly mass = (0.61E2 g/fly)(7E10 flies) = 4.27E12 g
bear mass = (1.36E5 g/bear)(2E5 bears) = 2.72E10 g
Then the ratio of fly mass to bear mass is ...
(4.27E12 g)/(2.72E10 g) ≈ 1.57E2
The mass of beetle flies is about 157 times the mass of brown bears.
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Additional comment
The E used in the numbers above is a form of scientific notation used by computers and calculators to mean ×10^. That is, ...
0.61E2 ≡ 0.61×10^2
The usual rules of exponents apply:
(10^a)(10^b) = 10^(a+b)
(10^a)/(10^b) = 10^(a-b)
Moving a decimal point is equivalent to multiplying or dividing by a power of 10:
1.0×10^1 = 10.×10^0