All GRE Subject Test: Math Resources
Example Questions
Example Question #41 : Vectors & Spaces
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given , the vector form is .
So for , we can derive the vector form .
Example Question #42 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given , the vector form is .
So for , we can derive the vector form .
Example Question #43 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given , the vector form is .
So for , we can derive the vector form .
Example Question #44 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given, the vector form is .
So for , we can derive the vector form .
Example Question #45 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given, the vector form is .
So for , we can derive the vector form .
Example Question #46 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given, the vector form is .
So for , we can derive the vector form .
Example Question #47 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients. That is, given, the vector form is . So for , we can derive the vector form .
Example Question #48 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients. That is, given, the vector form is . So for , we can derive the vector form .
Example Question #49 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients. That is, given, the vector form is . So for , we can derive the vector form .
Example Question #50 : Vectors
What is the vector form of ?
In order to derive the vector form, we must map the , , -coordinates to their corresponding , , and coefficients.
That is, given , the vector form is .
So for , we can derive the vector form .
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