Topic | Problem | Solution |
---|---|---|
None | The angle \( 70^{\circ} \) is shown on the unit c… | 1. \( 70^\circ \) is in Quadrant I, so consider the Quadrant II angle with the same sin value: \( 1… |
None | QUESTION 4 Find decimal notation . \( 344 \% \) 3… | \( 344 \% = \frac{344}{100} \) |
None | QUESTION 7 Find percent notation. \[ 0.06 \] \( 6… | \( 0.06 \times 100 = 6 \) |
None | QUESTION 5 Find decimal notation . \[ 41 \frac{5}… | Convert 41\frac{5}{8}\% to fraction: \( \frac{41\frac{5}{8}}{100} \) |
None | \( \begin{array}{l}f x=\left(3-x^{2}\right) \\ x=… | \( f(2) = (3 - 2^{2}) \) |
None | \( \begin{array}{l}5^{x}+5^{x}+5^{x}+5^{x}+5^{x}=… | \(5^{x}+5^{x}+5^{x}+5^{x}+5^{x}=5^{x+1}\) |
None | Find the equation of the tangent line to \( g(x)=… | Find \( g'(x) \) by taking the derivative of \( g(x)=x^{2} \). |
None | Question 5: How many different ways can 9 people … | To determine the number of ways 9 people can line up for a picture, we need to calculate the total … |
None | QUESTION 3 Find the coordinates of the \( y \)-in… | x = 0 |
None | Solve the following system of equations. \[ \begi… | \(x = 3y + 17\) |
None | Graph the system below and write its solution. \[… | Rewrite the first equation: \(y=-2x-3\) as \(y+2x=-3\) |
None | System A Line 1: \( y=\frac{5}{2} x+3 \) Line \( … | Set the expressions of \(y\) equal to each other to find the \(x\)-coordinate: \( \frac{5}{2}x + 3 … |
None | Solve \( x^{2}=81 \), where \( x \) is a real num… | \( x^2 = 81 \) |
None | \( \times \) Question 9 Score on last try: 0 of 1… | \(p_1 = \frac{90}{180} = 0.5\) |
None | 1 point Which expression is a factor of \( x^{2}+… | Find the factors of -40 such that their sum is 3. |
None | \( 34 \times 6=(30 \times 6)+(4 \times 6)= \) | \( 34 \times 6=(30 \times 6)+(4 \times 6) \) |
None | Question 12 1 pts In a system the mass is kept co… | Using the ideal gas law: \(PV = nRT\) |
None | For a car moving at a constant speed, the distanc… | \(d = k \cdot t\) |
None | Name 凹 Chapter 7 Review/Test Personal Math Traine… | \[\text{1. Calculate total paper clips:}\] |
None | \( \frac{\tan 2 x-\tan x}{1+\tan 2 x \tan x}= \) | \( \frac{\tan 2 x-\tan x}{1+\tan 2 x \tan x}= \frac{\frac{2 \tan x}{1-\tan^2 x} - \tan x}{1+\frac{2… |
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