To translate mathematical phrases into numerical expressions, first identify the key terms and operations involved. For example, phrases like "sum" indicate addition, while "product" suggests multiplication. Next, convert the words into numbers and symbols based on their mathematical meanings. Finally, organize the components correctly to form a valid mathematical expression.
answer = no
(10*4)+6
The verbal phrase "the sum of x and y" can be translated into the algebraic expression ( x + y ). This expression represents the addition of the variables ( x ) and ( y ).
Here Are Examples Of Mathematical Phrases with Their Corresponding Translation To Numerical Expressions: 1. (10x4)+6 2. (54-9)x2 3 .72x(10-2) 4. (5+7)x2 5 .5 divided by (20x2)
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.
anu ba?/
answer = no
(10*4)+6
There is no simple, automated, way to do this; you just have to do an effort to understand the problem.
The verbal phrase "the sum of x and y" can be translated into the algebraic expression ( x + y ). This expression represents the addition of the variables ( x ) and ( y ).
Here Are Examples Of Mathematical Phrases with Their Corresponding Translation To Numerical Expressions: 1. (10x4)+6 2. (54-9)x2 3 .72x(10-2) 4. (5+7)x2 5 .5 divided by (20x2)
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.
zxZxxcZxZx
Algebraic expressions are mathematical phrases that contain numbers, operations and at least one variable. An example of an algebraic expression would be : 4x + 3= 9x.
2a+3b=?
Mathematical phrases are expressions that convey mathematical ideas without necessarily forming complete equations. Examples include "the sum of x and y," "the product of a and b," and "the difference between m and n." Other phrases might involve inequalities, such as "greater than or equal to," or operations like "divided into." These phrases help articulate mathematical relationships and operations clearly.
Ya if you give us the phrases