Chapter 2: Q2. (page 108)
Describe how you would solve an equation of the form where .
Short Answer
The solution of the equation is .
Chapter 2: Q2. (page 108)
Describe how you would solve an equation of the form where .
The solution of the equation is .
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Snowfall Utah Olympic Park, site of the 2002 Olympic Winter Games, gets an average of 295 inches of snow each year. Use estimation to predict the total snowfall in Utah Olympic Park over a 5 year period. Justify your answer using the distributive property and mental math.
For the given expression,identify the terms, like terms, coefficients, and constant terms. Then simplify the expression.
For the given expression,identify the terms, like terms, coefficients, and constant terms. Then simplify the expression.
Use the distributive property to write an equivalent variable expression.
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