| None |
2. (MGSE9-12.F.IF.4) Find the Maximum or Minimum …
|
\( g'(x)=-2x-2 \) |
| None |
7. Add or subtract the monomials
\[
-11 b^{4}-15 …
|
\(-11 b^{4} -15 b^{4}\) |
| None |
6. (MGSE9-12.A.REI.4) Solve \( x^{2}-x-30=0 \)
A.…
|
Factor the quadratic: \( (x-6)(x+5)=0 \) |
| None |
6. Add or subtract the monomials
\[
-b^{9}+15 b^{…
|
\(-b^{9}+15b^{9}\) |
| None |
Add or subtract the monomials
\[
-18 k^{3}-15 k^{…
|
\(-18 k^{3} - 15 k^{3}\) |
| None |
ynomials: Classifying,
Name:
Date:
Period:
2. Cla…
|
Identify the given polynomial: \( 17k^{12} + 20k^{3}a^{3} - 17k^{2}a^{2} \) |
| None |
Rakies
EDIA (Quarter 4 Orange Per. 3)--Polynomial…
|
Identify the terms of the polynomial: \(6x^4\), \(-2x^3\), and \(-13x^2\) |
| None |
RariCos
EDIA (Quarter 4 Orange Per. 3)--Polynomia…
|
3 |
| None |
A cylinder has a base diameter of \( 8 \mathrm{ft…
|
\text{Diameter: } D = 8\ \text{ft} |
| None |
\( \frac{\cos x+1}{\sin ^{3} x}=\frac{\csc x}{1-\…
|
\( \frac{\cos x + 1}{\sin^3 x} = \frac{1}{\sin x (1 - \cos x)} \) |
| None |
(1) At hockey practice, Coach Taylor always sets …
|
\(20\% \times 60\text{ minutes} = 0.20 \times 60\text{ minutes}\) |
| None |
4) During the summer, Isabelle sells corn at her …
|
\( \frac{60}{100} = \frac{150}{250} \) |
| None |
4) Amy's dog sleeps for 12 hours each night. She …
|
\( \frac{12}{24} \) |
| None |
4) Amy's dog sleeps for 12 hours each night. She …
|
\(\frac{12}{24}\) |
| None |
In a poll, 9 out of 25 students in Lydia's scienc…
|
\( \frac{9}{25} \times 100 = 36 \% \) |
| None |
4) Last month, Gianni used \( 6 \mathrm{~GB} \) o…
|
Gianni: \( \frac{6}{8} \times 100 = 75 \% \) |
| None |
4) Last month, Gianni used 6 GB out of the \( 8 \…
|
\( \frac{6}{8} \cdot 100 \) = \( 75 \% \) |
| None |
()) Ava walks from her apartment to the train sta…
|
\( \text{Percent} = \frac{\text{Distance Walked}}{\text{Total Distance}} \times 100 \) |
| None |
Ava walks from her apartment to the train station…
|
Calculate the total distance: D = 25 blocks |
| None |
4) Marco set aside 50 minutes before dinner to wo…
|
\(\frac{22}{50}\) |