Tasks on analytical geometry?
Hello!
I'm currently studying for an upcoming exam and I'm stuck on the following question. Can anyone help me?
Best regards
Hello!
I'm currently studying for an upcoming exam and I'm stuck on the following question. Can anyone help me?
Best regards
Hello, I have a question, If the exponents of a polynomial function are even, then it is axisymmetric, and if the exponents are odd, then it is point-symmetric. But what do you call it when a polynomial function has even and odd exponents? (so what applies then?) Thanks in advance for your answers.☺️
Three opaque, outwardly identical bags contain white and gray balls, differing only in color. One of the three bags is randomly selected. One of the balls is drawn from this bag. A: 6 white and 4 grey balls B: 3 white and 5 grey C: 1 white and 3 grey a) Calculate the probability that…
Hello, the graph of a function may never intersect the vertical asymptote, because then the function equation would be divided by zero. However, the horizontal asymptote may be intersected. Can someone explain to me why this is possible?
What is the probability that at least one 1 is rolled, that all different numbers show, that the sum is 5
In a random experiment with a normal dice, would that simply be the number that can appear? If so, do you have a few more examples so I can understand it better?
Lately I've been getting a syntax error on my calculator and I have no idea why? What does that even mean? I just know that I did something wrong… Kind regards, Pilki123842
a) length of the vector v (corresponds to the travelled in a s)
then convert the speed in m/s to km/h
b) Set straight line equation with parameter t, P1 as the support point vector v as the direction vector
Parameters in s
after 2 min = 120s therefore insert 120 for the parameter and add the two vectors, then you have the point after 2 min
c) Point sample: Use P2 as an x vector and see if it is on the straight line. For 0 < <1 <1: