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There are three terms in the algebraic expression 2x-9xy+17y. The first term is 2x, the second term is -9xy, and the third term is 17y.
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What is the algebraic expression for the sum of -9xy and 17y?
There is not a definitive answer to this question as it depends on how the individual reader interprets it. However, one possible algebraic expression for the sum of -9xy and 17y could be written as follows:
-9xy + 17y = -9xy + 17(1)y
= -9xy + 17y
= -9(x+1)y
= -9x(y+1)
based on the distributive property.
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What is the algebraic expression for the sum of 2x and 17y?
In mathematics, an algebraic expression is an expression that combines numbers and variables using algebraic operations. In other words, it is an expression that can be evaluated to a number using the rules of algebra. The most basic algebraic expressions are those that simply involve a single variable, such as 2x+17y. These types of expressions are called linear expressions. Linear expressions can be thought of as points on a line, where each point represents a possible value for the expression. For example, the point (2,17) on the line represents the value of the expression 2x+17y when x=2 and y=17. So, in general, the algebraic expression for the sum of 2x and 17y is simply 2x+17y.
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What is the algebraic expression for the sum of 2x and -9xy+17y?
The algebraic expression for the sum of 2x and -9xy+17y is 2x+(-9xy)+17y.
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What is the algebraic expression for the sum of -9xy and 17y+2x?
In mathematics, an algebraic expression is an expression that can be built from constants, variables, and a finite set of algebraic operations. The algebraic expression for the sum of -9xy and 17y+2x is (17y+2x)-9xy. This expression can be simplified to 9y+2x-9xy.
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What is the algebraic expression for the sum of 17y and 2x+-9xy?
In mathematics, an algebraic expression is an expression that combines numbers and variables using arithmetic operations. For example, the expression "3x + 5" is an algebraic expression because it consists of the variable "x" being added to the number "3". The expression "17y + 2x + 9xy" is also an algebraic expression because it consists of the variable "y" added to the number "17" and the variable "x" added to the number "2" and the variables "x" multiplied by "y" and then added to the number "9".
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What is the algebraic expression for the sum of 2x and -9xy+17y+2x?
The algebraic expression for the sum of 2x and -9xy+17y+2x is -7xy+19y+4x. This is because the algebraic expressions for 2x and -9xy+17y+2x are both in terms of x and y, so the sum of these two expressions is also in terms of x and y. The algebraic expression for 2x is 2x, and the algebraic expression for -9xy+17y+2x is -9xy+17y+2x. Therefore, the algebraic expression for the sum of 2x and -9xy+17y+2x is -7xy+19y+4x.
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What is the algebraic expression for the sum of -9xy and 17y+2x+2
In mathematics, an algebraic expression is an expression built up from integer constants, variables, and the algebraic operations addition, subtraction, multiplication, division, raising to a power, and taking the nth root. For example, 3xy and x^2 - y are algebraic expressions.
The algebraic expression for the sum of -9xy and 17y+2x+2 is (-9xy) + (17y+2x+2). This can be simplified to 8y+2x-9xy.
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Frequently Asked Questions
What are the two terms in the expression 3x + y?
The two terms in the expression 3x+y are 3x and y.
What is an algebraic expression composed of?
An algebraic expression is composed of terms. Terms are either constants, variables, or products of more than two variables.
What are some examples of terms in math examples?
- Terms (like terms, coefficients, and constants) - Powers and roots - Multiplication and Division
What is an expression that has 2 terms called?
A binomial expression is an expression with two terms.
What are terms in algebraic expressions?
Like terms are terms that are proportional (e.g. 3x + y = 6). Unlike terms are terms that are not proportional (e.g. 3x + y = 12).
Sources
- https://jeopardylabs.com/play/algebra-i-unit-1-post-test-review
- https://www.snapxam.com/calculators/algebraic-expressions-calculator
- https://www.chilimath.com/lessons/introductory-algebra/algebraic-expressions/
- https://www.mathdoubts.com/adding-algebraic-expressions/
- https://byjus.com/maths/algebraic-expressions/
- https://brainly.com/question/708970
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