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3,598 27,246 213,906
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3,598 27,246 213,906
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3,598 27,246 213,906
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341 2,159 29,520
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Application 100% 341
Glossary HiPER Scientific Calculator

Summary

Project website hiperlabs.eu
Project maintainers1 User avatar jindra
Language English
Language code en
Text direction Left to right
Case sensitivity Case-sensitive
Number of speakers 1,728,473,503
10/01/2026

String statistics

Strings percent Hosted strings Words percent Hosted words Characters percent Hosted characters
Total 3,598 27,246 213,906
Translated 100% 3,598 100% 27,246 100% 213,906
Needs editing 0% 0 0% 0 0% 0
Read-only 100% 3,598 100% 27,246 100% 213,906
Failing checks 9% 341 7% 2,159 13% 29,520
Strings with suggestions 0% 0 0% 0 0% 0
Untranslated strings 0% 0 0% 0 0% 0
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27,246
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User avatar jindra

Resource updated
The “hiper.pot” file was changed. 10/01/2026
User avatar jindra

String added in the repository
The solution was divided by %0, which is only possible if %0 \u2260 0. The case %0 = 0 has to be solved separately and adds further solutions
The solution was divided by %0, which is only possible if %0 \u2260 0. The case %0 = 0 has to be solved separately and adds further solutions
solution.step.EQUATION_SYSTEM_ZERO_DENOMINATOR_CASE.desc
10/01/2026
User avatar jindra

String added in the repository
Verify the solutions by substituting them into the original equation. Raising both sides to a power can introduce extraneous solutions<brp>Discard those that do not satisfy the original equation
Verify the solutions by substituting them into the original equation. Raising both sides to a power can introduce extraneous solutions<brp>Discard those that do not satisfy the original equation
solution.step.EQUATION_VERIFY_ROOTS.desc
10/01/2026
User avatar jindra

String added in the repository
Factor out %0, the common factor of both sides of the original equation
Factor out %0, the common factor of both sides of the original equation
solution.step.EQUATION_FACTOR_OUT_COMMON_FACTOR.desc
10/01/2026
User avatar jindra

String added in the repository
The number %0 is split into the sum of two numbers <expr:DEC,BinarySequence(Variable(p),ADDITION,Variable(q))> whose product <expr:DEC,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))> equals the number %1 under the square root<brp>%2
The number %0 is split into the sum of two numbers <expr:DEC,BinarySequence(Variable(p),ADDITION,Variable(q))> whose product <expr:DEC,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))> equals the number %1 under the square root<brp>%2
solution.step.ROOT_DENEST_SPLIT_CONSTANT.desc
10/01/2026
User avatar jindra

String added in the repository
To write the radicand as the square of a difference <expr:DEC,BinarySequence(Function(POW2,BinarySequence(Function(ROOT2,Variable(p)),SUBTRACTION,Function(ROOT2,Variable(q)))),EQUALS,Variable(p),SUBTRACTION,Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))),ADDITION,Variable(q))>, the term with the square root is written in the form <expr:DEC,BinarySequence(Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))))><brp>%0
To write the radicand as the square of a difference <expr:DEC,BinarySequence(Function(POW2,BinarySequence(Function(ROOT2,Variable(p)),SUBTRACTION,Function(ROOT2,Variable(q)))),EQUALS,Variable(p),SUBTRACTION,Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))),ADDITION,Variable(q))>, the term with the square root is written in the form <expr:DEC,BinarySequence(Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))))><brp>%0
solution.step.ROOT_DENEST_MIDDLE_TERM_SUBTRACT.desc
10/01/2026
User avatar jindra

String added in the repository
To write the radicand as the square of a sum <expr:DEC,BinarySequence(Function(POW2,BinarySequence(Function(ROOT2,Variable(p)),ADDITION,Function(ROOT2,Variable(q)))),EQUALS,Variable(p),ADDITION,Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))),ADDITION,Variable(q))>, the term with the square root is written in the form <expr:DEC,BinarySequence(Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))))><brp>%0
To write the radicand as the square of a sum <expr:DEC,BinarySequence(Function(POW2,BinarySequence(Function(ROOT2,Variable(p)),ADDITION,Function(ROOT2,Variable(q)))),EQUALS,Variable(p),ADDITION,Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))),ADDITION,Variable(q))>, the term with the square root is written in the form <expr:DEC,BinarySequence(Number(2),IMPLICIT_MULTIPLICATION,Function(ROOT2,BinarySequence(Variable(p),IMPLICIT_MULTIPLICATION,Variable(q))))><brp>%0
solution.step.ROOT_DENEST_MIDDLE_TERM_ADD.desc
10/01/2026
User avatar jindra

String added in the repository
Degrees, minutes and seconds are calculated from the decimal value, so the exact value is first converted to a decimal number<brp>%0
Degrees, minutes and seconds are calculated from the decimal value, so the exact value is first converted to a decimal number<brp>%0
solution.step.CONVERT_EXACT_VALUE_TO_DECIMAL.desc
10/01/2026
User avatar jindra

String added in the repository
The result format is set to polar coordinates, so convert the complex number to a magnitude and an angle<brp>%0
The result format is set to polar coordinates, so convert the complex number to a magnitude and an angle<brp>%0
solution.step.CONVERT_RESULT_TO_POLAR.desc
10/01/2026
User avatar jindra

String added in the repository
The result format is set to degrees and minutes, so convert the result to this format<brp>%0
The result format is set to degrees and minutes, so convert the result to this format<brp>%0
solution.step.CONVERT_RESULT_TO_DM.desc
10/01/2026
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