Determine the domain and range of function
Assume we have the following Boolean function f:B^3 ==> B where f(x, y, z) = x(y + z). How can we determine the domain and range of this function?
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Find x in R such that the following three vectors in R^3 are linearly dependant.
The distance between two towns is 380km. A car and a lorry started from the two towns at the same time. At what speed drove the two vehicles, if the speed of the car is with 5km/h faster than the speed of the lorry and we know that they met after
Are these two functions differentiable at 0?
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Mark each statement true or false justify each answe.
Discuss a technique which can be employed to find out that the distributive law is valid?
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