What are the equations of Circle 1–Circle 5 on the template for Sam’s dartboard?
Sam is sketching a template on graph paper to use as a guide for his painted cork dart board.
The diameter of Circle 1 is 2 feet and the distance between the edges of each of the next three
pairs of circles is 1 foot.The distance between Circle 4 and Circle 5 is 1/2 foot. Sam does not want
axes through or touching his template and therefore wishes to sketch the dart board only in
Quadrant I. At the closest points, he wants Circle 5 to be 1 unit from the y-axis and 1-unit from
the x-axis. In this case:
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Find the sum of all real solutions of the equation.
?
?
A. 25 B. 5 C. 6 D. -6 E. -5
Divide.
A. -28x13 - 28x11 - 14x8 B. -4x7 - 4x5 - 2x2 C. -28x7 - 28x5 - 14x2 D. -4x13 - 4x11 - 2x8
Graph the indicated new function, given the graph for y = f(x).y = f(ax), where a satisfies 1 < a?
A.
B.
C.
D.
?Which property of determinants is illustrated by the equation ?
?
A. ?If every entry of an matrix is multiplied by a constant c, then the determinant of the matrix is multiplied by c.
B. ?If a single row or a single column of an matrix is multiplied by a constant c, then the determinant of the matrix is multiplied by c.
C. ?If a single row or a single column of an matrix is multiplied by a constant c, then the determinant of the matrix is multiplied by
.
D. ?If every entry of an matrix is multiplied by a constant c, then the determinant of the matrix is multiplied by
.
E. ?If c times one row is added to another row of an matrix, the determinant of the matrix is multiplied by c.