<h2>Explanation:</h2><h2 />
Here we have to compute the dot product:
We know that:
So for any two vectors:
The dot product:
Therefore:
What do you do to solve patterns and lines
1 answer:
You might be interested in
Answer:
The simplified form of .
Step-by-step explanation:
Most textbooks interpret standard form of a quadratic function to be as follows:
f(x) =
In the function f(x) =
, notice we do not have a value for "c". Just place a "0" in for the c and you have standard form.
the criteria for standard form:
1. All like terms are combined
2. Degree must drop from left to right
3. The leading coefficient cannot be equal to zero.
f(x) =
In the function f(x) =
the criteria for standard form:
1. All like terms are combined
2. Degree must drop from left to right
3. The leading coefficient cannot be equal to zero.