2) The base of(-3/2)^5 is___, the exponent is___, the result is___.相关知识点: 试题来源: 解析 - 基底(base)是-3/2 - 指数(exponent)是5 - 结果是-(243)/(32) 表达式 (-3/2)^5 的基底是 -3/2,指数是 5。计算结果为 (-3/2)^5 = -(243)/(32)。反馈 收藏 ...
scientific Specifies insertion of floating-point values in scientific format (with an exponent field). showbase Specifies insertion of a prefix that reveals the base of a generated integer field. showpoint Specifies unconditional insertion of a decimal point in a generated floating-point field. showpos...
[BUGFIX] PromQL: Fixderiv,predict_linearand `double_exponentia… Dec 20, 2024 web Merge pull request#14755from prometheus/arthursens/appendct-prwv2 Dec 27, 2024 .dockerignore Add image build for ppc64le architecture Apr 7, 2020 .gitignore ...
int i, exponentNumber; int counter = 0; char exponentString[510]; int64 numberNumber; pos = mbstrstr(numberString,"E+"); decimalPos = mbstrstr(numberString,"."); write("Position is %d", pos); write("Total No of Characters is %d", strlen(numberString)); write("No ...
The answer to this log would be three because when five (the base number) has an exponent of three you will get 125 (the argument). Bases in Logarithms The base of a logarithm can be any number greater than zero but not one. If the base of a logarithm is one, then the answer ...
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scientific Specifies insertion of floating-point values in scientific format (with an exponent field). showbase Specifies insertion of a prefix that reveals the base of a generated integer field. showpoint Specifies unconditional insertion of a decimal point in a generated floating-point field. showpos...
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Examples of Common Core Math Problems for 5th Grade Teaching & Assessing Number Recognition Exponent | Definition & Types Roman Numerals from 1 to 10,000 | Rules & Examples Scientific Notation | Rules & Examples Create an account to start this course today Used by over 30 million students wor...
Noun1.common logarithm- a logarithm to the base 10 logarithm,log- the exponent required to produce a given number Based on WordNet 3.0, Farlex clipart collection. © 2003-2012 Princeton University, Farlex Inc. Want to thank TFD for its existence?Tell a friend about us, add a link to ...