Midterm Review
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Last updated almost 4 years ago
48 questions

1
What is the largest integer?
What is the largest integer?
1
What is the smallest integer?
What is the smallest integer?
1
What is the area, in cm^{2}? Write just the number.
What is the area, in cm^{2}? Write just the number.
1
How old is John now? Write just the number.
How old is John now? Write just the number.

1
What is the minimum number of tickets?
What is the minimum number of tickets?
1
Write the inequality. Use |x-#|<# format, no spaces.
Write the inequality. Use |x-#|<# format, no spaces.
1
What is the maximum time, to the nearest minute, that Jordan can take to meet his goal? Your answer should be an integer.
What is the maximum time, to the nearest minute, that Jordan can take to meet his goal? Your answer should be an integer.

1
If c represents the cost of the laptop, and t describes years since 2011, which equation represents the cost of the laptop?
If c represents the cost of the laptop, and t describes years since 2011, which equation represents the cost of the laptop?
1
In what grade will they be the same height? Enter your answer as a number, no spaces.
In what grade will they be the same height? Enter your answer as a number, no spaces.

1
What was his score? Enter a number, no spaces.
What was his score? Enter a number, no spaces.
1
How many organisms were in the tank? Enter your answer as (s, a), where s is the number of spiders and a is the number of ants.
How many organisms were in the tank? Enter your answer as (s, a), where s is the number of spiders and a is the number of ants.
1
Select the combinations which are possible.
Select the combinations which are possible.


1
Select the transformations.
f(x) = 3(x-4)2+2
Select the transformations.
f(x) = 3(x-4)2+2
1
Give the vertex. Use (x, y) format.f(x) = 3(x-4)2+2
Give the vertex. Use (x, y) format.
f(x) = 3(x-4)2+2
1
Give the vertex. Use (x, y) format.
f(x) = -5/3(x+2)2
Give the vertex. Use (x, y) format.
f(x) = -5/3(x+2)2
1
Give the increasing interval. Use (x1, x2) format with exactly one space after the comma.
f(x) = -5/3(x+2)2
Give the increasing interval. Use (x1, x2) format with exactly one space after the comma.
f(x) = -5/3(x+2)2
1
Give the decreasing interval. Use (x1, x2) format with exactly one space after the comma.
f(x) = -5/3(x+2)2
Give the decreasing interval. Use (x1, x2) format with exactly one space after the comma.
f(x) = -5/3(x+2)2
2
Give the new function. Use the square root function. Use y=... format, no spaces.
Give the new function. Use the square root function. Use y=... format, no spaces.

1
Give the vertex. Use (x, y) format, with exactly one space after the comma. Put your answers in fraction form.
Give the vertex. Use (x, y) format, with exactly one space after the comma. Put your answers in fraction form.
1
Give the range of the function. Use interval notation, one space after the comma.
Give the range of the function. Use interval notation, one space after the comma.
1
What is the vertex? Use (x, y) format, with exactly one space after the comma.
What is the vertex? Use (x, y) format, with exactly one space after the comma.
1
Select the transformations from the parent function.
Select the transformations from the parent function.
1
Write the new function in vertex form. Use y=a(x-h)2+k format, no spaces.
Write the new function in vertex form. Use y=a(x-h)2+k format, no spaces.
1
Find the inverse of y = \sqrt{x-2}+4
Use y=... format, no spaces.
Find the inverse of
y = \sqrt{x-2}+4
Use y=... format, no spaces.
1
Find the inverse of y = \frac{1}{2}\sqrt{x+1}
Use y=... format, no spaces.
Find the inverse of
y = \frac{1}{2}\sqrt{x+1}
Use y=... format, no spaces.

1
Find the discriminant.
Find the discriminant.
1
Solve by factoring. Use p={#, #}, list the smallest value first.
Solve by factoring. Use p={#, #}, list the smallest value first.
1
Discriminant? Enter a number, no spaces.
Discriminant? Enter a number, no spaces.
1
Solutions? Use h={#, #} format, with exactly one space after the comma. List the smaller number first.
Solutions? Use h={#, #} format, with exactly one space after the comma. List the smaller number first.
1
Solutions? Use r={#, #} format, with exactly one space after the comma. List the smaller number first.
Solutions? Use r={#, #} format, with exactly one space after the comma. List the smaller number first.
1
Solutions? Use b={#, #} format, with exactly one space after the comma. List the smaller number first.
Solutions? Use b={#, #} format, with exactly one space after the comma. List the smaller number first.
1
Solutions? Use c={#, #} format, with exactly one space after the comma. List the smaller number first.
Solutions? Use c={#, #} format, with exactly one space after the comma. List the smaller number first.
1
Solutions? Use s={#, #} format, with exactly one space after the comma. List the smaller number first.
Solutions? Use s={#, #} format, with exactly one space after the comma. List the smaller number first.

1
Simplify. Use a+bi format, where a and b are real numbers. No spaces.
Simplify. Use a+bi format, where a and b are real numbers. No spaces.
1
Simplify. Use a+bi format, where a and b are real numbers. No spaces.
Simplify. Use a+bi format, where a and b are real numbers. No spaces.
1
Simplify.
Simplify.
1
*MEMORIZE*
*MEMORIZE*
| Draggable item | arrow_right_alt | Corresponding Item |
|---|---|---|
the discriminant is negative | arrow_right_alt | the quadratic has two real, rational solutions |
discriminant is positive, but not a perfect square | arrow_right_alt | the quadratic has two real, irrational solutions |
discriminant is a positive perfect square | arrow_right_alt | the quadratic has one unique solution with multiplicity two |
the discrimant is zero | arrow_right_alt | the quadratic has two nonreal solutions |

1
Roots? Use x={#, ...} format, with exactly one space after each comma. List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma. List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma. List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma. List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
The graph of r(x) _______ at its root.
The graph of r(x) _______ at its root.
1
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
Roots? Use x={#, ...} format, with exactly one space after each comma.List real roots first in increasing order, then imaginary roots with the negative one listed first.
1
Which root of t(x) has a multiplicity of 3? Your answer should be a number, no spaces.
Which root of t(x) has a multiplicity of 3? Your answer should be a number, no spaces.
1
*MEMORIZEThis won't turn green til all of them are right.
*MEMORIZE
This won't turn green til all of them are right.
- even degree negative leading coefficient
- 5 - x
- even degree, positive leading coefficient
- -x2 + 22x4
- x2 + 5
- odd degree positive leading coefficient
- x23 - x2
- odd degree negative leading coefficient
- x\rightarrow\infty, y\rightarrow\inftyx\rightarrow -\infty, y\rightarrow\infty
- x\rightarrow\infty, y\rightarrow\inftyx\rightarrow -\infty, y\rightarrow -\infty
- x\rightarrow\infty, y\rightarrow -\inftyx\rightarrow -\infty, y\rightarrow -\infty
- x\rightarrow\infty, y\rightarrow -\inftyx\rightarrow -\infty, y\rightarrow\infty



