# Ruby program to get the GCD and LCM using# the gcdlcm() library functionprint"Enter number1: "; num1=gets.chomp.to_i;print"Enter number2: "; num2=gets.chomp.to_i; gcd,lcm=num1.gcdlcm(num2);print"Greatest Common Divisor: ",gcd,"\n";print"Lowest Common Multiple: ",lcm,"\...
numpy_gcd.ipynb numpy_gcd.py numpy_gcd_lcm_reduce.ipynb numpy_gcd_lcm_reduce.py numpy_generate_gradient_image.ipynb numpy_generate_gradient_image.py numpy_genfromtxt.ipynb numpy_genfromtxt.py numpy_hsplit.ipynb numpy_hsplit.py numpy_hstack.ipynb numpy_hstack.py numpy_iin...
开发者ID:BigEd,项目名称:wp34s,代码行数:15,代码来源:mapm5sin.c 示例13: m_apm_lcm ▲点赞 1▼ voidm_apm_lcm(M_APM r, M_APM u, M_APM v){ M_APM tmpN, tmpG; tmpN =M_get_stack_var(); tmpG =M_get_stack_var(); m_apm_multiply(tmpN, u, v); m_apm_gcd(tmpG, u, ...
gmp_gcd gmp_gcdext gmp_hamdist gmp_import gmp_init gmp_intval gmp_invert gmp_jacobi gmp_kronecker gmp_lcm gmp_legendre gmp_mod gmp_mul gmp_neg gmp_nextprime gmp_or gmp_perfect_power gmp_perfect_square gmp_popcount gmp_pow gmp_powm gmp_prob_prime gmp_random_bits gmp_random_range gmp_...
From cppreference.com <cpp |numeric |fenv C++ Defined in header<cfenv> intfegetexceptflag(std::fexcept_t*flagp,intexcepts); (1)(since C++11) intfesetexceptflag(conststd::fexcept_t*flagp,intexcepts); (2)(since C++11)
From cppreference.com <cpp |numeric |fenv Defined in header<cfenv> intfesetround(intround) (1)(since C++11) intfegetround() (2)(since C++11) Manages the floating-point rounding direction. 1)Attempts to establish the floating-point rounding direction equal to the argumentround, which...
9 LCM (Least Common Multiple) LCM of 19 and 5 = 95 lcm 10 GCD (Greatest Common Denominator) GCD of 10 and 11 = 1 gcd 11 Basic Algebra 3x + 7 = 8 1/3 basicAlgebra 12 Logarithm log2(128) 7 log 13 Easy Division 306/18 = 17 intDivision 14 Decimal to Binary Binary of 28= 111...
Elementary: arithmetic, real, complex numbers, LCM, GCD, factors, roman numerals Pre-Algebra: radicals and exponents, fractions, matrices, determinants Algebra: quadratic equations, system of equations, inequalities, rational expressions, linear, quadratic and exponential graphs ...
But only solving text book problems on those will not be sufficient. You need to have a good intuition about things like division, sieve, gcd, lcm, primes, etc. and when/how to apply them. So for that I'll recommend practicing those problems on Codeforces or any other OJ that has some...
Create free online math test & evaluate yourself how strong your basic math skills by answering the questions from algebraic functions (numbers, fractions, arithmetic, average, lcm, gcd, percentage, ratio, prime factors, quadratic equation, arithmetic pr