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Earn +20 ptsQ: An equation states that two quantities are what?
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What is a literal equation that states a rule for a relationship among quantities?
Formula
Is a statement that two quantities are equal?
That's an equation.
What is mathematical statement that says two quantities are equal?
An equation.
What is mathematical sentence stating two quantities that are equal called?
An equation.
After determining if two quantities are in inverse or direct you can find the equation's constant by solving for it?
variation
Related questions
What is an equation that expresses a relationship between two or more quantities?
an equation that expresses a relationship between two or more quantities
What are the two quantities are always conserved in nuclear decay equation?
Energy and electrical charge are two quantities that are always conserved in nuclear decay equation.
What is a literal equation that states a rule for a relationship among quantities?
Formula
What is a mathematical statement that two quantities are equal?
An equation.
Is a statement that two quantities are equal?
That's an equation.
What is a mathematical statement that says two quantities are equal?
An equation is a mathematical statement that says two quantities are equal.
What is mathematical statement that says two quantities are equal?
An equation.
What is a math sentence stating two quantities or expressions are equal?
A math sentence stating two quantities or expressions are equal is called an equation. Equations typically contain an equal sign (=) to show the relationship between the two sides of the equation. Solving an equation involves finding the value of the variable that makes the equation true.
What is a number sentence that shows that two quantities are equal?
equation
What is an a algebraic or numerical sentence that shows that two quantities are equal?
An equation.
An algebraic or numerical sentence that shows that two quantities are equal is an?
An equation.
What is mathematical sentence stating two quantities that are equal called?
An equation.
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