I know you are, but what am I?
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Equations, Equations, Equations
Mystery Box
100

Am I linear, exponential, or neither?

Linear

100

x^(1/3)

root(3)(x)

100

3m^2*2m^5

6m^7

100

Give the equation of the graph in slope-intercept form:

y=2x+3

100

Ahmoni can make 300 3-pointers out of 500 when he is practicing. He has a goal of improving his number of makes by 1% each time he practices them. The type of growth he wants is...

Exponential

200

Julia wants to get better at football. She knows she can spend 30 minutes every day practicing. The relationship between days and the total amount of practice is...

Linear

200

sqrt(x^4y^7)

x^(4/2)y^(7/2) or x^2y^(7/2)

200

(k^-4z^8)/(k^-7z^3)

k^3z^5

200

Use the table to write an equation in point-slope form.

y=7(x-26)+67

y=7(x-27)+74

y=7(x-28)+81

y=7(x-29)+88

200

If the equation of Ahmoni's 3-point makes is  g(x)=300(1.01)^x  where x is the number of days he has practiced his 3-pointers, about how many would Ahmoni make out of 500 on his 5th day of practicing them?

About 315 3-pointers

300

Am I linear, exponential, or neither?

Neither

300

48^(1/2)x^(3/2)y^(9/2)

sqrt(48x^3y^9

300

(3s^4)^0

1

300

Given the graph of  5^x explain how a graph of  (1/5)^x or  5^-x would be different.

 (Graphing it yourself may help)

The graph would be flipped across the y-axis.

300

(x^5*x^3)/x^11

1/x^2

400

Adam is in science class learning about bacteria. He knows that he started with 2 square inches of bacteria in his petri dish. After an hour, he comes back and found that it had expanded by 3%. The relationship between the amount of bacteria and time is...

Exponential

400

root(4)(256x^9)root(3)(9y^4)

256^(1/4)x^(9/4)9^(1/3)y^(4/3)

400

(s^9/s^3)^2

s^12

400

Given the equation  g(x)=3*2^x create a graph with both numbered axes and at least 2 points.

400

Which function increases faster as time goes on,  f(x) or g(x)? 

f(x)=200x+3

g(x)=4*6^x

g(x)

500

Neither

500

Your answer must be COMPLETELY simplified!

root(7)((128m^2)/(23u^9p^7)

(2m^(2/7))/(23^(1/7)u^(9/7)p

500

(2h^5n^3)^-2

1/(4h^10n^6)

500

Given the table of values, write an equation in point-slope form and then simplify it to reveal the slope-intercept form.

Point-slope:

y=-9(x-13)+38

Slope-intercept:

y=-9x+155

500

(3x^2y^3)/(x^-3y^4)

(3x^5)/y

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