What is greater than 0.05 but less than 0.06
1 answer:
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Answer:
Third option:
Fourth option:
Sixth option:
Step-by-step explanation:
By definition, we can factor the Difference between two squares:
In order to find which products results in a difference of squares, we need to check each option:
The product does not result in a difference of squares.
Since the signs are equal (), the product will not result in a difference of squares.
Using Distributive Property for the other options, we get:
The product results in a difference of squares.
The product results in a difference of squares.
Since the signs are equal (), the product will not result in a difference of squares.
The product results in a difference of squares.
You mean y = b^x.
By plugging different values of x, we find different y-values forming points in the form (x, y).
After 2 or 3 points, we can clearly see that the graph of y = b^x passes through the point (0, 1) and extends forever in the upward direction through quadrant 1.
By plugging different values of x, we find different y-values forming points in the form (x, y).
After 2 or 3 points, we can clearly see that the graph of y = b^x passes through the point (0, 1) and extends forever in the upward direction through quadrant 1.