Week 8

Obavezno

1

The best estimate of the rotation angle θ is

1.25 radians

3.12 radians

4.01 radians

5.38 radians

Obavezno

1

An angle, in radians, that is co-terminal with 30° is

\frac{5π}{6}

-\frac{13π}{6}

\frac{7π}{6}

\frac{25π}{6}

Obavezno

1

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to the
nearest tenth, is ___.

Obavezno

1

On a unit circle, if the point P (-\frac{5}{13}, \frac{12}{13}) lies on the terminal arm of an angle in standard position, what is the value of sec θ?

-\frac{13}{5}

-\frac{5}{13}

\frac{13}{12}

-\frac{5}{12}

Obavezno

1

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:
, _, and ___.

Obavezno

1

The exact value of sin(-\frac{π}{6})+cos(\frac{7π}{4}) is

\frac{\sqrt{2}+1}{2}

\frac{\sqrt{2}-1}{2}

\frac{1-\sqrt{2}}{2}

\frac{1+\sqrt{3}}{2}

Obavezno

1

The function f(x) = \frac{1}{x} is transformed to y = -\frac{5x+7}{x+2}. The transformation to the function has a vertical stretch factor of a, horizontal translation of h units left and vertical translation of k units down. Enter the value of ahk.

Obavezno

1

The inverse of y=\sqrt{2x+6} can be written as y=\frac{1}{a}(x-b)^2-c, where y\geq - d. Enter the values for abcd.

1

The smallest positive coterminal angle of \frac{45\pi}{14} is \frac{a\pi}{14} and the reference angle is \frac{b\pi}{14}. The value of the sum a + b is

Obavezno

1

Week 8

The best estimate of the rotation angle θ is

An angle, in radians, that is co-terminal with 30° is

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to the
nearest tenth, is ___.

On a unit circle, if the point P (-\frac{5}{13}, \frac{12}{13}) lies on the terminal arm of an angle in standard position, what is the value of sec θ?

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:
, _, and ___.

The exact value of sin(-\frac{π}{6})+cos(\frac{7π}{4}) is

The function f(x) = \frac{1}{x} is transformed to y = -\frac{5x+7}{x+2}. The transformation to the function has a vertical stretch factor of a, horizontal translation of h units left and vertical translation of k units down. Enter the value of ahk.

The inverse of y=\sqrt{2x+6} can be written as y=\frac{1}{a}(x-b)^2-c, where y\geq - d. Enter the values for abcd.

The smallest positive coterminal angle of \frac{45\pi}{14} is \frac{a\pi}{14} and the reference angle is \frac{b\pi}{14}. The value of the sum a + b is

The value of b, c, d and e are, respectively:
_, _, _, and _.

The best estimate of the rotation angle θ is

An angle, in radians, that is co-terminal with 30° is

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to the
nearest tenth, is ___.

On a unit circle, if the point P (-\frac{5}{13}, \frac{12}{13}) lies on the terminal arm of an angle in standard position, what is the value of sec θ?

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:
, _, and ___.

The exact value of sin(-\frac{π}{6})+cos(\frac{7π}{4}) is

The function f(x) = \frac{1}{x} is transformed to y = -\frac{5x+7}{x+2}. The transformation to the function has a vertical stretch factor of a, horizontal translation of h units left and vertical translation of k units down. Enter the value of ahk.

The inverse of y=\sqrt{2x+6} can be written as y=\frac{1}{a}(x-b)^2-c, where y\geq - d. Enter the values for abcd.

The smallest positive coterminal angle of \frac{45\pi}{14} is \frac{a\pi}{14} and the reference angle is \frac{b\pi}{14}. The value of the sum a + b is

The value of b, c, d and e are, respectively:
_, _, _, and _.

Week 8

Week 8

The best estimate of the rotation angle θ is

An angle, in radians, that is co-terminal with 30° is

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to thenearest tenth, is ___.

On a unit circle, if the point P (-\frac{5}{13}, \frac{12}{13}) lies on the terminal arm of an angle in standard position, what is the value of sec θ?

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:__, ___, and ___.

The exact value of sin(-\frac{π}{6})+cos(\frac{7π}{4}) is

The function f(x) = \frac{1}{x} is transformed to y = -\frac{5x+7}{x+2}. The transformation to the function has a vertical stretch factor of a, horizontal translation of h units left and vertical translation of k units down. Enter the value of ahk.

The inverse of y=\sqrt{2x+6} can be written as y=\frac{1}{a}(x-b)^2-c, where y\geq - d. Enter the values for abcd.

The smallest positive coterminal angle of \frac{45\pi}{14} is \frac{a\pi}{14} and the reference angle is \frac{b\pi}{14}. The value of the sum a + b is

The value of b, c, d and e are, respectively:___, ___, ___, and ___.

The best estimate of the rotation angle θ is

An angle, in radians, that is co-terminal with 30° is

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to thenearest tenth, is ___.

On a unit circle, if the point P (-\frac{5}{13}, \frac{12}{13}) lies on the terminal arm of an angle in standard position, what is the value of sec θ?

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:__, ___, and ___.

The exact value of sin(-\frac{π}{6})+cos(\frac{7π}{4}) is

The function f(x) = \frac{1}{x} is transformed to y = -\frac{5x+7}{x+2}. The transformation to the function has a vertical stretch factor of a, horizontal translation of h units left and vertical translation of k units down. Enter the value of ahk.

The inverse of y=\sqrt{2x+6} can be written as y=\frac{1}{a}(x-b)^2-c, where y\geq - d. Enter the values for abcd.

The smallest positive coterminal angle of \frac{45\pi}{14} is \frac{a\pi}{14} and the reference angle is \frac{b\pi}{14}. The value of the sum a + b is

The value of b, c, d and e are, respectively:___, ___, ___, and ___.

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to the
nearest tenth, is ___.

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:
, _, and ___.

The value of b, c, d and e are, respectively:
_, _, _, and _.

The graph of y=k(x-2)^{2}(x-4) has a y-intercept of -96. The value of k, correct to the
nearest tenth, is ___.

The values of (f+g)(1), (f\omicron~g)(3), and g^{-1}(1), respectively are:
, _, and ___.

The value of b, c, d and e are, respectively:
_, _, _, and _.