Asked by valentine

(Match the vocabulary word to its definiton)
Like terms - ?
Factor - ?
Constant - ?
Coefficient - ?
Distribuitve Property - ?
Variable - ?

a number that divides another number with a remainder of zero
a letter that stands for an unknown number
a fixed term (number with no variable) in an expression)
a number used to multiply a variable in an algebraic expression
the property of operations that says mulitplying the sum of two or more addens by a number is the same as multiplying the number by each of the addends individually and adding products

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You and your three freinds are going to the state fair. it costs $5 per person for admission into the fair and $3 for each ride. which algebraic expression represents the TOTAL amount of money it will cost for you and your three freinds to get into the fair and ride x amount of rides. A. 3x + 5 B. 5x + 3 C. 15x D. 3x + 20
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Complete this fill-in-the-blank problem. (4 points) When you evaluate an expression, you substitute a number in for a . For example, to evaluate the expression 4y+3 for y=6, you would substitute 6 for "y". You would then solve using the Order of Operations. So, 4(6)+3= . You can also simplify algebraic expressions without knowing what the variables equal. For example, in this expression, (6k+5)+(3k-7). You would add together the coefficients (numbers) in front of "k" and add together the constants or numbers. Adding or subtracting the same variables together is called combining . So, you would combine 6k + 3k which would equal 9k and you would combine the constants, 5 + -7 which would equal .
1 - constant, coeffecint, variable, exponent
2 - 27, 21, 49, 13
3 - exponetns, factors, algebra, like terms
4 - -2, 12, 2, -12
Answered by valentine
Complete this fill-in-the-blank problem. (4 points) When you evaluate an expression, you substitute a number in for a ____ For example, to evaluate the expression 4y+3 for y=6, you would substitute 6 for "y". You would then solve using the Order of Operations. So, 4(6)+3= _____ You can also simplify algebraic expressions without knowing what the variables equal. For example, in this expression, (6k+5)+(3k-7). You would add together the coefficients (numbers) in front of "k" and add together the constants or numbers. Adding or subtracting the same variables together is called combining ______ So, you would combine 6k + 3k which would equal 9k and you would combine the constants, 5 + -7 which would equal _____
1 - constant, coeffecint, variable, exponent
2 - 27, 21, 49, 13
3 - exponetns, factors, algebra, like terms
4 - -2, 12, 2, -12
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