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Translate x is 5 degrees less than twice y into symbols?
x = 2y - 5
Translate into a mathematical expression The sum of eight and a number x is less than twleve squared?
x + 8 < 144
How do you translate a word problem into a mathematical sentice?
To translate a word problem into a mathematical sentence, first identify the key elements such as quantities, relationships, and operations involved. Assign variables to unknowns and translate phrases into mathematical symbols, like using "+" for "more than" or "=" for "is." Organize the information logically, ensuring that the equation reflects the relationships described in the problem. Finally, review the sentence to ensure it accurately represents the original scenario.
What is A mathematical sentence that compares expressions using symbols?
A mathematical sentence that compares expressions using symbols is called an inequality. Inequalities use symbols such as < (less than), > (greater than), ≤ (less than or equal to), and ≥ (greater than or equal to) to compare two values or expressions. For example, the inequality (3x + 2 > 5) indicates that the expression (3x + 2) is greater than 5 for certain values of (x). This allows for a range of solutions rather than a single definitive outcome.
What mathematical symbols correctly relates the numbers 67 and 97?
The mathematical symbols that correctly relate the numbers 67 and 97 are "<" and ">". Specifically, 67 < 97 indicates that 67 is less than 97, while 97 > 67 indicates that 97 is greater than 67. Both symbols accurately express the relationship between the two numbers.
What mathematical symbols and notations did Thomas Harriot create?
Symbols= greater than (>), less than (<), and equal to (=)
Translate x is 5 degrees less than twice y into symbols?
x = 2y - 5
Translate into a mathematical expression The sum of eight and a number x is less than twleve squared?
x + 8 < 144
What is used to compare two quantities?
In algebra mathematical symbols are used to compare multiple quantities. The symbols are < and > which represent greater or less than depending on expression and = for equivalent. Another symbol of quantity comparison is less/greater than or equal to.
How do you translate a word problem into a mathematical sentice?
To translate a word problem into a mathematical sentence, first identify the key elements such as quantities, relationships, and operations involved. Assign variables to unknowns and translate phrases into mathematical symbols, like using "+" for "more than" or "=" for "is." Organize the information logically, ensuring that the equation reflects the relationships described in the problem. Finally, review the sentence to ensure it accurately represents the original scenario.
What is A mathematical sentence that compares expressions using symbols?
A mathematical sentence that compares expressions using symbols is called an inequality. Inequalities use symbols such as < (less than), > (greater than), ≤ (less than or equal to), and ≥ (greater than or equal to) to compare two values or expressions. For example, the inequality (3x + 2 > 5) indicates that the expression (3x + 2) is greater than 5 for certain values of (x). This allows for a range of solutions rather than a single definitive outcome.
A mathematical statement that uses numbers and symbols doesnt have an equal sign?
If it has an inequality sign, for example "less than", it is an inequality. If it doesn't have that, it is an expression.
What mathematical symbols correctly relates the numbers 67 and 97?
The mathematical symbols that correctly relate the numbers 67 and 97 are "<" and ">". Specifically, 67 < 97 indicates that 67 is less than 97, while 97 > 67 indicates that 97 is greater than 67. Both symbols accurately express the relationship between the two numbers.
What are the greater than and less than symbols called?
The "is greater than" and "is less than" symbols are the relations of an equality. this is the greater than symbol > this is the less than symbol <
What is 20 less than 2 times a number is 40?
20 less than 2 times a number is 40 = 2x - 20 = 40Let x = the number2 times a number = 2x20 less than = - 20is 40: =40Translating it into mathematical symbols :2x - 20 = 40
What is A mathematical sentence indicating that two quantities are not equal are called?
A mathematical sentence indicating that two quantities are not equal is called an inequality. It is typically expressed using symbols such as "≠" (not equal to), "<" (less than), or ">" (greater than). Inequalities can represent a range of values and are fundamental in various mathematical contexts, including algebra and calculus.
What does the less than and greater than symbols mean with an underscore?
The less than and greater than symbols with an underscore (e.g., "<" and ">") typically represent a range or boundary condition in mathematical or programming contexts. The underscore signifies that the endpoint is included in the range. For example, "x <_ 5" means that x can take any value less than or equal to 5, while "x _> 3" means x can be greater than or equal to 3.
