Friday, June 5, 2015
Sunday, May 31, 2015
What is the solution set for the given equation? 3|x + 4| = 18
Let's try a different approach this time...
3|x + 4| = 18
has the same solution as
|x + 4| = 6
We look for the number(s) that can add/subtract to obtain 6. We can see that x=2 will work. No other positive number will work, however if we consider negative numbers then -10 seems possible. In fact is does work because |-10+4| = |-6| = 6. So x=-10.
3|x + 4| = 18
has the same solution as
|x + 4| = 6
We look for the number(s) that can add/subtract to obtain 6. We can see that x=2 will work. No other positive number will work, however if we consider negative numbers then -10 seems possible. In fact is does work because |-10+4| = |-6| = 6. So x=-10.
What is the number of turning points in the graph of the function of x defined below?
y = 2x2 + 5x - 7
Solution:
The polynomial y has degree n=2 so the maximum number of turns it can have is n-1 = 2-1 = 1. (In fact we know that our polynomial is a quadratic and it opens upwards so this is another way to know it only has one turn).
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