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100

Take a common factor out of 4=12x₂+8x+16

 4[1=3x₂+2x+4]

100

What is the Sine Law?

a/SinA = b/SinB = c/SinC

100

Y= 3x + 15

What is the slope of this equation?

3

200

If you were graphing the number of apples in a basket compared to the number oranges in the basket, would you shade your solution?

False. You would use dots where your solution would be.

200

Solve for X:

2x₂+2x=12

X=2;(-3)

200

If graphing the line y<2x+7, x ∈ R, y ∈ R, the line will be broken. True or False

True

300

angle A = angle C

angle B = angle C

      therefore

angle A = angle B

What is this referred to as? 

Transitive Property

300

If figure one has 0 triangles, figure two has 11 triangles in it, figure three has 22 triangles in it, and figure four has 33 triangles, then figure 23 will have how many triangle in it?

264 triangles would be in figure 23 

300

What are the four ways you can find angles when two lines are parallel with a transversal?

***if you get this right, it is a double jeopardy

Alternate interior angles

Alternate exterior angles

Corresponding angles

Co-interior angles


400

Find two consecutive even numbers so that the sum of the smaller number and 5 times the larger number is 46. 

***if you get this right, it is a double jeopardy

The smaller number is 6 and the larger number is 8

400

Solve this system of equations algebraically...

y=2x-3 

3y+3x₂=-12x-24

P(-5,-13) and Q(-1,-5)

400

When selling tickets for a concert, the organizers hope to raise at least $3500. Regular tickets cost $20 and VIP tickets are $80 and the organizers hope to sell at least three times the amount of VIP tickets than regular tickets. Let x equal regular tickets and y equal VIP tickets. Write two equations for this scenario


3500≥20x+80y and y≥3x

500

determine the roots of the following equation: 

-32x₂+13x+2=0

***if you get this right, it is a double jeopardy

(-13+/-5√17)/64 = x

or X= -0.119 or -0.5252

500

Complete the square for...

2x₂+8x=21-16


x=-2+/- √26


500

Given a vertex of (-5,-1) and a point on the line (3,7), find the A value.

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