Introduction to numbers and their general form of representation in number system. Join Byju's and get solutions to all your problems in a simplified way.
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13. What is the next number in the series: 2, 9, 30, 93, …? 139282930 14. In weights and measures, how many grains are in one pound? 700090006580 15. What is the sum, in degrees, of the angles in a triangle? 180270360 Allow Karma Experience/Karma Group related brands to communica...
My original plan was to use a loop to find the middle values of the triangle(since the first value is always 1 and the last value alternates between 1 and another number) for each diagonal, but I am not too sure how exactly to implement it. I am still trying to think of a...
I tried the Taylor series and triangle inequality but it wasn't enough. complex-analysis inequality complex-numbers stranger 489 asked Nov 2 at 11:15 0 votes 1 answer 47 views Where does the formula for complex powers come from I was always taught powers (for example x2x2) as ...
def constrainedRandoms(ranges): answer = [] for vector in itertools.product(*ranges): if sum(ranges) == 100: answer.append(vector) return answer Equivalent one-liner: answer = [v for v in itertools.product(*ranges) if sum(v)==100] Then pick a random element from them: myChoice ...
1 vote 1 answer 89 views Deriving the generating function for the Catalan triangle I'm hoping for help in deriving the two-variable generating function for the Catalan triangle, also known as a truncated version of Pascal's triangle. There are a few variations floating around, so to ......
Some children at this point will draw the diagram to work out the answer, but others may work out that there may be a quicker way. For example, they may see that the number of dots along the bottom of the triangle is the same as the number of the diagram (the third diagram has thr...
Answer:√13 and π Example 2: Jade has a box with four irrational numbers. Jade wants only one irrational number which is closest to 3 and should not exceed 3. Help Jade to find out the right one. The irrational numbers in the box are √3, √6, √10, √5. Solution: First, we ...
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