The expression "2a^5" contains only one term. A term is defined as a single mathematical expression that can include constants, variables, and exponents multiplied together. In this case, "2a^5" consists of the coefficient "2" and the variable "a" raised to the fifth power, making it a single term.
7
(2a - 5). Take the value of a. Double it to get 2a Take away (subtract 5) to get 2a - 5
3b -1
2a3-16a2+30a Factor out 2a: 2a(a2-8a+15) (2a)(a-5)(a-3) This is the most factored form of this expression.
The number of terms in an algebraic expression is determined by counting the individual components separated by plus or minus signs. For example, in the expression (3x^2 - 4x + 5), there are three terms: (3x^2), (-4x), and (5). If you're given a specific expression, you can identify the terms by looking for these separations.
To simplify the expression 2a - 3 + 4b - 2a - b - 3 + 5, we first combine like terms. Combining the terms with 'a', we have 2a - 2a = 0. Combining the terms with 'b', we have 4b - b = 3b. Combining the constants, we have -3 - 3 + 5 = -1. Therefore, the simplified expression is 3b - 1.
7
(2a - 5). Take the value of a. Double it to get 2a Take away (subtract 5) to get 2a - 5
5
Two of them
3b -1
Well, isn't that a happy little math problem! To factorize 10a + 15, you can first look for the greatest common factor of the two terms, which is 5. So, you can rewrite the expression as 5(2a + 3). And just like that, you've created a beautiful and simplified expression that brings a smile to your math canvas.
There are three terms in the given expression
There are 5 terms in the given expression
2a3-16a2+30a Factor out 2a: 2a(a2-8a+15) (2a)(a-5)(a-3) This is the most factored form of this expression.
Start with simplifying: 2a + -3 = 5 and reordering: -3 + 2a = 5. Then add '3' to each side of the equation: -3 + 3 + 2a = 5 + 3 and you get 2a = 8 once all like terms are combined. The last step is to divide both sides by 2 and you get the answer, which is a = 4.
The terms in the expression 5 x 3y - 634 are 5, 3y, -634