Answer:
valid based on the given information. If not, write invalid. ... So, the statement is invalid. Determine .....disprove a conjecture reached using inductive or deductive .
Answer:
gonna need a bit better grammer here or i cant help
Step-by-step explanation:
i dont know
Answer:
I guess please finish the question or this is the numbers I had.
Step-by-step explanation:
- Mr. Worthington is a dentist, so he has $85,400 in student loans to pay off.
- Mrs. Worthington earns $42,500 per year at her job. The Worthington family has a savings account with a balance of $18,800.
- They own two vehicles that are worth a combined total of $64,600.
- Mrs. Worthington owns an antique necklace valued at $6,200.
- The Worthingtons have been saving for their children's college fund. currently has a balance of $24,700.
315 / 10 = 31.5
4 and down stay the same,
5 and up round up
31.5 = 32
Answer:
The correct answers are (1) Option d (2) option a (3) option a
Step-by-step explanation:
Solution
(1) Option (d) The statement is false. A diagonalizable matrix must have n linearly independent eigenvectors: what it implies is that a matrix is diagnostic if it has linearity independent vectors.
(2) Option (a) The statement is false. A diagonalizable matrix can have fewer than n eigenvalues and still have n linearly independent eigenvectors: what this implies is that a diagonalizable matrix can have repeated eigenvalues.
(3) option (a) The statement is true. AP = PD implies that the columns of the product PD are eigenvalues that correspond to the eigenvectors of A : this implies that P is an invertible matrix whose column vectors are the linearity independent vectors of A.
