Here is the list of mathematical exercises on comparisons of numbers, on absolute value, and on inequations. Each corrected exercise is accompanied by indications, reminders of the course, and methodological advice, which allows you to practice independently.
Exercise example :
Write in the form `a*sqrt(b)`, the following expression `sqrt(480)`, where a and b represent two integers.
1418 square roots | order, absolute value, inequations | numbers and equations | functions 9th Grade | 10th Grade simplify_surdExercise example :
Calculate the absolute value of `C=8+9`.
1511 order, absolute value, inequations | functions | Numbers 10th Grade absExercise example :
Calculate the absolute value of `F=2/3-3/7`.
1512 order, absolute value, inequations | functions | Numbers 10th Grade absExercise example :
Solve the following equation `|x-4|=2`.
1513 order, absolute value, inequations | equations | functions 10th Grade equation_solverExercise example :
Solve the following equation `|x+9/2|=9/4`.
1514 order, absolute value, inequations | equations | functions 10th Grade equation_solverExercise example :
Indicate by which number the "question mark" must be replaced in the prime decomposition of 60 so that the following equality is verified.
60 = 3*5*?*?
Exercise example :
Give the decomposition of 854 into a product of prime numbers by ordering the factors and using the power operator ^ if necessary.
1516 order, absolute value, inequations | Numbers 10th Grade prime_factorizationExercise example :
51 is an integer, is it prime ?
1517 order, absolute value, inequations | Numbers 10th Grade prime_factorizationExercise example :
Give the product decomposition of the following expression 30*16 by ordering the factors and using the power operator ^ if necessary.
1518 order, absolute value, inequations | Numbers 10th Grade prime_factorizationThe order, absolute value, inequations topic is available for : 10th Grade
List of exercises by class : middle and high schools, 6th Grade, 7th Grade, 8th Grade, 9th Grade, 10th Grade, 11th Grade, 12th Grade.