![]() Whatever is the source of income the first ten percent belongs to God." -Dr. That includes every source of your income whether it is a paycheck, the sale of real estate, or stocks, or bonds, or dividends. Some people treat the offering the same way they treat the bill at a restaurant and they just simply give a tip.We are not to bring a tip to God we are to bring the tithe to God – that is the first ten-percent of what we earn. "Part of your worship to God is the financial offering that you bring to Him when you come to His house. Merritt details the principle of the tithe and how God uses our giving to further His work in our lives and the lives of others. When we give back to God our first fruits, the first tenth of our labors, and our offerings over-and-above as He moves us to do, we live as stewards not only in the will of God, but in witness to the blessing of God as we see how He uses those resources for His glory. God does not mince words, stammer or stutter when outlining His expectations from His people toward empowering His ministry on earth through their giving. In the Bible we find a simple principle for giving called the power of ten-the tithe. The book is divided into Ten Rules that has further been segregated into. ![]() On winning the tournament, Anushri decides to follow her other passion, writing, to pen down the rules for success that she learnt from her Dad. ![]() '0.Scriptures: Malachi 3:8-10, 1 Corinthians 16:2, Deuteronomy 12:11, 14:23 The Power of Ten is a daughter’s interpretation of her Dad’s teachings to her while training her for a squash tournament. The preparation: f = ]īenchmark with kaya3's exponent n = 200 as well as n = -200 as negative exponent with nonzero result and n = -5000 / n = 5000 as medium-size negative/positive exponents from your original range: n = 200ġ28 ns 129 ns 130 ns 10.0 ** n if n < 309 else infħ2 ns 73 ns 73 ns 0.0 if n < -323 else f if n < 309 else infġ30 ns 130 ns 131 ns 10.0 ** n if n < 309 else infħ6 ns 76 ns 76 ns 0.0 if n < -323 else f if n < 309 else infġ19 ns 120 ns 120 ns 10.0 ** n if n < 309 else infģ4 ns 34 ns 34 ns 0.0 if n < -323 else f if n < 309 else infģ3 ns 33 ns 33 ns 10.0 ** n if n < 309 else infĥ3 ns 53 ns 53 ns 0.0 if n < -323 else f if n < 309 else infīenchmark code ( Try it online!): from timeit import repeat So the fastest of these options in both cases is the obvious one: 10 ** n for integers and 10.0 ** n for floats.Īnother contender for the floats case, precompute all possible nonzero finite results and look them up: 0.0 if n < -323 else f if n < 309 else inf > timeit('f(n)', setup='n = 200 from functools import partial import numpy as np f = partial(np.power, 10.0, dtype=float)') ![]() > timeit('np.power(10.0, n, dtype=float)', setup='n = 200 import numpy as np') 10 ** n computes an integer (when n is non-negative), whereas float(f'1e")', setup='n = 200') So is the f-string actually the best way to go about it? I guess the f-string approach is the fastest because nothing is actually calculated, though it only works for integer powers of ten, whereas the other methods are more complicated operations that also work with any real number as the base and power. # ValueError: Integers to negative integer powers are not allowed. # "dtype=float" is necessary because otherwise it will raise: 'np.pow': partial(np.power, 10, dtype=float) Ten to the power of 1 times 6.85 equals 68.5, so ten buckets of water hold a total of 68.5 liters of water. The same pattern that we use to multiply a whole number by a power of ten works when we multiply a decimal number by a power of ten. If as the input you provide the (integer) power, what is the fastest way to create the corresponding power of ten? Here are four alternatives I could come up with, and the fastest way seems to be using an f-string: from functools import partial When we multiply a number by ten, we shift each digit in that number one place to the left.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |