Geometric terms
Algebra/Pemdas
Convert measurements
Multiplying Fractions
Line plots
100

what is a geometric term for a 3D box?

What is a Cube

100

3+(2-8)by 2

what is 6

100

1 L =   ML

what is 1000 ML

100

1/10 x 1/6

what is 1/60

100

How many kids spent 2 hours practicing soccer?

what is 4 kids.

200

what is a geometric term for a 3D circle?

what is a sphere

200

9 x (3 divided by 6)+7

what is 25

200

14 Km =     M

what is 14000 M

200

2/3 x 4/8

what is 3

200

what is the difference between 4 1/2 and 3 1/2?

what is 1

300

what is the definition of a diameter?

what is a straight line passing through a circle or sphere.

300

17 x 9 divided by 3 + 2

what is 51


300

109 g =    Kg

what is .109 kg

300

7/8 x 2/3 =

what is 7/12

300

2 Classes of kids had there names graphed how many students got there names graphed.

what is 29 students.

400

what is a chord?

what is a line segment two points on a curve. <img class="fr-fic fr-dib" style="width: 146px;" 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400

John has 35 pigs and bob had gave him 4 more pigs. Then Billy has 52 times as many as john. Lola steals 1 pig. write the expression then solve.

what is 2027 pigs and (35+4) x 52 - 1

400

If Jennifer has 312 oz of apples how many grams  are these apples.

what is 2438 grams of apples


400

Megan had 11/2 of a pie and Jen had 23/4 times as many as Megan. How much pie do they have.


what is 41/8 pie

400

How many students studied 4 hours or more or less?

What is 6 hours more students studies and what is 7 hours less.

500

what is a Radius

What is a straight line extending from the center of a circle or sphere.

500

(2 x c)+6-x=9

what is the missing value for c and x ?

C=5

X=7

500

If Jonah has 5.8 tons of coal how many pounds does he have of coal.

what is 11600 pounds of coal

500

Moosey moose has 2 7/8 chocolate puddings and Amber the moose has 1 1/4 times as many chocolate cakes. How many cakes and puddings are there?

what is 3 19/32 cakes and puddings


500

What is the total between pond 3 & pond 1?

key:each pond is 1/2 full

what is 12