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What has numbers and operations signs but not equals signs?
You might mean an inequality (with 'less than', 'greater than', etc). You might mean an expression.
What is has numbers and operation signs but no equal sign?
A mathematical expression has numbers and operation signs with no equal sign. Equations, on the other hand, do contain equal signs.
What does the word opposite signs mean in math?
In math, "opposite signs" refers to numbers that have different signs, such as positive and negative. For example, +3 and -3 are considered to have opposite signs. This concept is important in various mathematical operations, particularly in addition and subtraction, as it affects the outcome of combining numbers. When two numbers with opposite signs are added, their absolute values are subtracted from each other.
What is a mathematical phrase that contains numbers and operational signs?
A mathematical phrase that contains numbers and operational signs is called an "expression." An expression can include numbers, variables, and operations such as addition, subtraction, multiplication, and division. For example, (3x + 5 - 2) is an expression that combines numbers and operational signs. Unlike equations, expressions do not contain an equality sign.
What is a positive divided by anegative equals?
If two numbers have opposite signs, then their product and quotient are both negative.
What has numbers and operations signs but not equals signs?
You might mean an inequality (with 'less than', 'greater than', etc). You might mean an expression.
What is has numbers and operation signs but no equal sign?
A mathematical expression has numbers and operation signs with no equal sign. Equations, on the other hand, do contain equal signs.
What is a mathematical phrase that contains operations, numbers, and/or variables without equal signs.?
Algebraic expression
What does the word opposite signs mean in math?
In math, "opposite signs" refers to numbers that have different signs, such as positive and negative. For example, +3 and -3 are considered to have opposite signs. This concept is important in various mathematical operations, particularly in addition and subtraction, as it affects the outcome of combining numbers. When two numbers with opposite signs are added, their absolute values are subtracted from each other.
What is a mathematical phrase that contains numbers and operational signs?
A mathematical phrase that contains numbers and operational signs is called an "expression." An expression can include numbers, variables, and operations such as addition, subtraction, multiplication, and division. For example, (3x + 5 - 2) is an expression that combines numbers and operational signs. Unlike equations, expressions do not contain an equality sign.
What is a positive divided by anegative equals?
If two numbers have opposite signs, then their product and quotient are both negative.
What is a mathematical phrase that has numbers and operation signs but no equals sign?
if there are no comparison signs (equals or inequalities, ie =, >, < etc) then it is an expression, eg "x + 5" If there is a comparison sign which is not equals, then it is an inequality, eg "x > 5"
What two numbers equal 43?
There are infinitely many pairs and the answer depends on the operations. For example, 1+42 equals 43
Mathematical phrase containing numbers and operation?
A mathematical phrase containing numbers and operations is called an expression. Expressions can be joined together with an equals sign to form an equation.
Give an examples of adding numbers?
An example of adding numbers is 3 + 5, which equals 8. Another example is 12 + 7, resulting in 19. These simple arithmetic operations show how combining numbers yields a sum.
What expression consists of numbers and operations?
algebraic expression consists of numbers and operations
Explain in your own words how we add numbers with different signs?
Positive plus positive equals positive. Negative plus negative equals negative. Positive greater than negative equals positive. Negative greater than positive equals negative.
