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Using your mountain project source code as a starting point, you are to write a code that randomly chooses one of the triangles on the surface of your mountain, this will be the entrance to your cave. A line segment representing that tunnel beginning at the centroid of that triangle travels a distance equal to the average of the three sides of that triangle in the direction normal to that surface INTO the mountain. You should store this segment as a vector beginning at the centroid in the form v = Xmi + y+ Zmk . These Xm, ym, and Zm values will be referenced many times. At this point what happens is determined by the following table.
Probability
Event
0.10
Continue straight for the same distance as before
0.70
Tunnel changes direction by generating a new random vector direction such that when
v=ai + bj + ck
-Xm < a< Xm
-Ym < b < Ym
-Zm < C < Zm
.10
The tunnel splits in two by generating two different vectors in the same way as the change of direction table above
Current tunnel branch terminates
As the tunnel splits then there is an additional branch that must be explored. If at any time a branch of the tunnel intersects the surface of your mountain that branch should terminate (hint: consider the 2-d projection of your triangles as seen from above).
Save your tunnel system as a set of line segments in a separate data file then plot them with your mountain. They should automatically appear as a different color.
1.jewels can only be removed for polishing from either end of the necklace. 2.cost of polishing=sitting number*colour value of jewels.
program
Employ operator () instead of operator[]. While you have multiple subscripts, the cleanest way to do it is along with operator () instead of with operator[]. The reason is that
how to generate code
Binomial coefficients are the numeric factors of the products in a power of a binomial such as (x + y)n. For example, (x + y)2 = x2 + 2 x y + y2 has the coefficients 1 2 1. Binomia
write a program to solve e^x
inputs:2,aba,abbcgdfee
First line starts with T, number of test cases. Each test case T contains a necklace (N).
the program that solve the efficiency of otto cycle
A: By keeping along with the C++ tradition of "there's more than one method to do that" (translation: "give programmers options & tradeoffs so they can choose what's best for them
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