SOLVE THE EQUATION/INEQUALITY
ANGELS AND TRIANGLES
LINEAR EQUATIONS
PROBABILITY AND DATA
TRANSFORMATIONS
100

X - 7 = -6

X = 1

100
IF THE MEASURE OF ANGLE 1 IS 124, WHAT IS THE MEASURE OF ANGLE 4?

ANGLE 4 = 56 DEGREES

100

DOUBLE JEOPARDY!!!!!!!!!!

CONSIDER THE SYSTEM OF EQUATIONS

Y = 3

Y = 1/4X - 3/4

WHAT IS THE SOLUTION TO THE SYSTEM OF EQUATIONS

(15,3)

100

WHAT IS THE PROBABILITY OF ROLLING A NUMBER GREATER THAN 4 ON A SIX SIDED DICE AND FLIPPING TAILS?

P = 1/6

100

TRANSLATE THE FOLLOWING ORDERED PAIRS THREE UNITS RIGHT AND THREE UNITS DOWN

A (-2,1) B (2,5) C (1,2) 

A' (1,-2) B' (5,2) C' (4,-1)

200

3X + 15 = 24

X = 3

200

WHAT IS THE RELATIONSHIP BETWEEN ANGLE 1 AND 3?

ALTERNATE INTERIOR ANGLES

200

FIND THE SLOPE OF THE LINE WITH THE ORDERED PAIRS

(-2,1) (-4,2)

M=-1/2 

200

YOU HAVE A SPINNER WITH SECTIONS 1-5 AND A COIN. YOU SPIN THE SPINNER AND SLIP THE COIN.

FIND THE PROBABILITY OF SPINNING AN EVEN NUMBER AND FLIPPING HEADS.

P = 1/5

200

REFLECT THE FOLLOWING ORDERED PAIRS OVER THE X AXIS

A (1,1) B (1,4) C (3,4) 

A' (1,-1) B' (1,-4) C' (3,-4)

300

8X - 6X - 25 = -35

X = -5

300

ANGLES 1 AND 2 ARE WHAT TYPE OF ANGLES?

SUPPLEMENTARY ANGLE

300

FIND THE SLOPE AND THE Y-INTERCEPT FOR THE LINEAR EQUATION

Y - 5 = 3/2 X

SLOPE = 3/2

Y - INTERCEPT = 5

300

CHOOSE THE APPROPRIATE DATA DISPLAY FOR THE SITUATION. 

THE NUMBRE OF STUDENTS IN A MARCHING BAND EACH YEAR. 

LINE GRAPH

300

ROTATE THE FOLLOWING ORDERED PAIRS 180 DEGREES AROUND THE ORIGIN

J (-4,-4) K (-4,2) L (-1,0) M (-2,-3)

J' (4,4) K' (4,-2) L' (1,0) M' (2,3)

400

TELL WHETHER -4 IS A SOLUTION OF 

X + 8 < -3

NOT A SOLUTION 

400

FIND THE MEASURES OF THE INTERIOR ANGLES OF THE TRIANGLE.

ANGEL 1 = X - 35

ANGEL 2 = 43

ANGEL 3 = X (SOLVE FOR X)

ANGEL 1 = 51 DEGREES

ANGEL 2 = 43 DEGREES

ANGEL 3 - X = 86

400

WRITE THE EQUATION IN SLOPE INTERCEPT FORM

-2X + 3Y = -6

Y = 2/3X - 2

400

CHOOSE THE APPROPRIATE DATA DISPLAY.

A COMPARISON OF PEOPLE'S SHOE SIZES AND THEIR HEIGHTS. 

SCATTER PLOT

400

THE VERTICES OF THE TRIANGLE ARE 

A (1,3) B (2,3) C (2,1) 

DO A SCALE FACTOR WITH A DILATION OF 3. 

A' (3,9) B' (6.9) C' (6,3)

500

THE OPERATOR OF A SUBMERSIBLE VEHICLE WANTS TO REAHC A DEPTH OF AT LEAST 1.5 TIMES AS DEEP AS THE VEHICLE HAS REACHED BEFORE, WHICH WAS -545 FEET. WRITE AN INEQUALITY THAT REPRESENTS THE DEPTHS THAT WILL SATISFY THIS GOAL. 

D < OR EQUAL TO 817.5 

500

FIND THE MEASURE OF THE EXTERIOR ANGEL. THE NONADJACENT INTERIOR ANGELS ARE

ANGEL 1 = (A - 5)

ANGEL 2 = 80

EXTERIOR ANGEL = 2A

A = 75 DEGREES

EXTERIOR ANGEL = 150 DEGREES

500

WRITE THE EQUATION IN POINT SLOPE FORM OF A LINE THAT PASSES THROUGH THE GIVEN POINT AND HAS THE GIVEN SLOPE

(1,2) AND M=-4

Y - 2 = -4(X - 1)

500

DESCRIBE THE FOUR RELATIONSHIPS OF A SCATTER PLOT.

POSITIVE LINEAR - X INCREASES Y INCREASES

NEGATIVE LINEAR - X INCREASES Y DECREASES

NONLINEAR - THE POINTS LIE IN THE SHAOE OF A CURVE

NO RELATIONSHIP - THE POINTS SHOW NO PATTERN

500

ANALYZE THE DIFFERENCE BETWEEN CONGRUENT FIGURES AND SIMILAR FIGURES. 

CONGRUENT FIGURES HAVE THE SAME SHAPE AND SAME SIZE WHILE SIMILAR FIGURE SHAVE THE SAME SHAPE BUT DIFFERENT SIZE (SCALE FACTOR).