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Let's denote the number of male workers as "x." According to the information given, the number of female workers is 3 times the number of male workers, so it would be 3x. The problem also states that there are 16 more female workers than male workers, so we can set up the equation 3x = x + 16 to represent this relationship. Solving this equation, we find that x = 8, meaning there are 8 male workers. Therefore, the total number of workers in the factory would be 8 (male workers) + 3(8) (female workers) = 32 workers.

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Between 1870 and 1890 the number of female workers did what?

doubled


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To determine how many workers are needed to build the cabin in 32 hours, we can use the formula: (workers) x (time) = constant. In this case, the constant is the same amount of work needed to build the cabin. So, 8 workers x 60 hours = 480 worker-hours. To build the cabin in 32 hours, we divide the constant (480 worker-hours) by the new time (32 hours) to find that 15 workers are needed to build the cabin in 32 hours.


What are the uses of Fibonacci numbers in daily life?

The Fibonacci sequence is not so much used as that it appears in thousands of places in the natural world. However the Fibonacci numbers and principle is also used in the financial markets. It is used in trading algorithms, applications and strategies. "The bee ancestry code Fibonacci numbers also appear in the description of the reproduction of a population of idealized bees, according to the following rules: * If an egg is laid by an unmated female, it hatches a male. * If, however, an egg was fertilized by a male, it hatches a female. Thus, a male bee will always have one parent, and a female bee will have two. If one traces the ancestry of any male bee (1 bee), he has 1 female parent (1 bee). This female had 2 parents, a male and a female (2 bees). The female had two parents, a male and a female, and the male had one female (3 bees). Those two females each had two parents, and the male had one (5 bees). This sequence of numbers of parents is the Fibonacci sequence.[" (Wikipedia) They are also used in music. they occur on the leaves of sunflowers, and many others. It is also relevant to the leaf growth on certain plants. That means that the first year those plants grow one new leaf, the second year they grow one new leaf, the third year they grow two new leaves, the fourth year they grow three new leaves, the fifth year they grow five new leaves, the sixth year they grow eight new leaves, and so on..... The pattern 1,1,2,3,5,8,13...is the Fibonacci sequence. In right triangles, for all triangles with integer sides, (3, 4, 5), (5,12 ,13) and so on have a Fibonacci Number as the hypotenuse.

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