SOLUTION: A- How can the graph for the rule y=2x+1 be used to predict the result for an imput (x- value) of 7? How can the graph be used to predict the output (y- value) associated with an i
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Question 59508:  A- How can the graph for the rule y=2x+1 be used to predict the result for an imput (x- value) of 7? How can the graph be used to predict the output (y- value) associated with an input of 3 1/2?  
Found 2 solutions by  praseena, chitra:
Answer by praseena(37)   (Show Source): You can put this solution on YOUR website!
 you can solve this problem numerically like this,
y=2x+1
when x=7, substitute the x value=7 in the given rule.
        y=2*7+1
         =14+1
         =15
That is when the input is 7, the output is 15.
To predict the output when input is 31/2,
for that, you just put the value x=31/2 in the given rule
that is,  y = 2 * 31/2 +1
           = 31 + 1= 32
That is when the inputis 31/2, the out put is 32
 
Answer by chitra(359)   (Show Source): You can put this solution on YOUR website!
 Solution: 
We first plug in for different values of x, to get the corresponding values of y.
Therefore, the table of values are: 
X	0	1	2	3	4	5	6	7	8
y	1	3	5	7	9	11	13	15	17
Using these values, we draw the graph of the given straight line. 
The graph looks as follows:
 
So from the above graph, when x takes the value 7, the value 
of y is 15. 
So in a similar way when x = 3 1/2, that is 7/2 then the value of y is 8. This point is obtained by plugging in the value of x in the given equation.
Y = 2(7/2) + 1
 y = 7 + 1 
 y = 8 
  
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