You need to do what's called combining like terms.
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If you have (7x+74y-9z+68) + (9q-2x+19z-60), you group them together,
STEP 1: (7x+74y-9z+68) + (9q-2x+3x+19z-60) ===> (7x+3x-2x)+(74y)+(-9z+19z)+(9q)+(68-60)
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Now, we need to evaluate. All we do is mentally remove the variables, but not really. Work as if they were constants, but only for addition and subtraction.
STEP 2: (8x)+(74y)+(10z)+(9q)+(8)
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Finally, remove the parentheses, and for the sake of tidiness organise the variable alphabetically like shown below, and there is your answer:
ANSWER: 9q+8x+74y+10z+8
To evaluate a variable expression, replace all the variables with numbers and simplify the resulting numerical expression. 3m for m = 9 3(9)=27
They are used to simplify expressions by helping to reduce the numbers that there is
It means to replace an expression by another one that is equivalent, but simpler. For example: 3x + 5x can be written as: 8x because of the distributive property.
you use a mathematical formula ...
use a calculator
Lots of expressions are equivalent to it. But for a start, you may want to simplify it, by combining like terms - i.e., add the terms with the variable "w", and separately add the terms without a variable.
Two expressions are "equivalent" if they have the same result for any values of the variable or variables.
Why is it important to simplify radical expressions before adding or subtracting? How is adding radical expressions similar to adding polynomial expressions? How is it different? Provide a radical expression for your classmates to simplify..
2+2 = 2*2 = 2^2 all simplify to 4. But there is no special name for the three expressions.
An equation if both expressions are equal
Expressions never have equality signs
An expression with a variable.