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Glossary HiPER Scientific Calculator

Summary

Project website hiperlabs.eu
Project maintainers1 User avatar jindra
Language Korean
Language code ko
Text direction Left to right
Case sensitivity Case-insensitive
Number of speakers 79,278,717
08/04/2026

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Failing checks 1% 62 2% 594 2% 4,700
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User avatar weblate:commit

Changes committed
Changes committed 08/04/2026
User avatar justcontributor

Translation changed
Take the root of functions whose exponent equals the degree of the calculated root<brp>%0
근호의 차수와 지수가 일치하는 함수의에 거듭제곱근 구적용하기<brp>%0
solution.step.PARTIAL_ROOT_FUNCTIONS.desc
08/04/2026
User avatar justcontributor

Translation changed
Take the root of primes whose exponent equals the degree of the calculated root<brp>%0
근호의 차수와 지수가 일치하는 소수의에 거듭제곱근 구적용하기<brp>%0
solution.step.PARTIAL_ROOT_PRIMES.desc
08/04/2026
User avatar justcontributor

Translation completed
Translation completed 08/04/2026
User avatar justcontributor

Translation changed
Take the root of functions whose exponent equals the degree of the calculated root<brp>%0
지수가 구하는 근호의 차수와 같은 함수의 근을근호의 차수와 지수가 일치하는 함수의 거듭제곱근 구하기<brp>%0
solution.step.PARTIAL_ROOT_FUNCTIONS.desc
08/04/2026
User avatar justcontributor

Translation changed
Take the root of primes whose exponent equals the degree of the calculated root<brp>%0
근호의 차수와 지수가 일치하는 소수의 거듭제곱근 구하기<brp>%0
solution.step.PARTIAL_ROOT_PRIMES.desc
08/04/2026
User avatar justcontributor

Translation changed
Take the root of primes whose exponent equals the degree of the calculated root<brp>%0
지수가 구하는 근호의 차수와 같은 소수의 근을 구하기근호의 차수와 지수가 일치하는 소수의 <brp>%0
solution.step.PARTIAL_ROOT_PRIMES.desc
08/04/2026
User avatar justcontributor

Translation changed
Find a rational root by testing possible roots of the form <expr:DEC,BinarySequence(Variable(p),DIVISION,Variable(q))>, where <expr:DEC,Variable(p)> divides the constant term and <expr:DEC,Variable(q)> divides the leading coefficient<brp>Since %0 is a root, rewrite the polynomial as a product with factor %1
다음 형태의 가능한 근을 테스트하여 유리근 찾기: <expr:DEC,BinarySequence(Variable(p),DIVISION,Variable(q))> 꼴의 가능한 근을 시험해 유리수해 찾기, 여기서 <expr:DEC,Variable(p)> 는 상수항을 나누의 약수이고 <expr:DEC,Variable(q)> 는 최고차항의 계수를 나눕니다<brp>값 %0 이(가) 근이므로, 다항식을 다음 인수를 포함한의 약수<brp>%0에서 성립하므로, 다항식을 인수 %1의 곱으로 다시 쓰기: %1
solution.step.CUBIC_FACTOR_OUT_RATIONAL_ROOT.desc
08/04/2026
User avatar justcontributor

Translation changed
Find factor %0 by evaluating the polynomial at integer points and combining the results (Kronecker\u2019s method)<brp>Rewrite the polynomial as a product of the factor and the quotient:
인수 %0 를 다항식의 정수점에서의 값을 결합하여정수점에서의 다항식 값을 구한 뒤 조합하여 인수 %0 찾기 (크로네커 방법)<brp>다항식을 인수와 몫의 곱으로 다시 쓰기:
solution.step.POLYNOMIAL_FACTOR_EXTRACT.desc
08/04/2026
User avatar justcontributor

Translation changed
Find a rational root by testing possible roots of the form <expr:DEC,BinarySequence(Variable(p),DIVISION,Variable(q))>, where <expr:DEC,Variable(p)> divides the constant term and <expr:DEC,Variable(q)> divides the leading coefficient<brp>Since x\u00a0=\u00a0%1 is a root, factor %0 divides the polynomial. Rewrite as a product:
<expr:DEC,BinarySequence(Variable(p),DIVISION,Variable(q))> 꼴의 가능한 근을 시험해 유리수해 찾기, 이때 <expr:DEC,Variable(p)>는 상수항의 약수이고 <expr:DEC,Variable(q)>는 최고차항의 계수의 약수<brp>x =\u00a0=\u00a0%1의 근이 있으에서 성립하므로, %0 인수가 다항식을 나눔. 곱으로 다시 쓰기:
solution.step.POLYNOMIAL_FACTOR_EXTRACT_RATIONAL_ROOT.desc
08/04/2026
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