Decimals/conversions
geometry
volume
Fractions
coordinates
100

The cheese cost $1.35, but Amina pays with a $2 bill. How much change should Amina get?

0.65.

100

To have a square you have what?


You have to have 4 congruent sides and 4 congruent angles plus you have to be a parallelogram.

100

What is the volume in cubic units  3x4x7=?

The volume is 84 cubic units

100

Whats 1/2+1/2=?

It equals 1 whole.

100

Where on a coordinate plane would the coordinates (2,4)

you go over 2 times and up 4.

200

 0.25+0.50=? what's the answer?

 The answers 0.75.

200

What does the rectangle have?

The rectangle has 4 right angles and it is a parrelagram.

200

  What is the volume of the rectangular prism?

The volume  is 3x3x3=27

200

Whats the rule for when you divide fractions?

The rule is keep it change it flip it.

200

A graph shows hours worked on the x-axis and money earned on the y-axis. If the point (3,30)is plotted, what does this point mean in the context of the story? 

The point (3,30) means that working 3 hours earns $30.

300

What do you do  when you add or subtract decimals?

You have to line up the decimals.

300

Sarah says, "A square is a special type of rhombus." Is this statement true or false, and what is the best reasoning?


  • A. True, because a square has 4 congruent sides and 4 right angles.
  • B. False, because a square is only a rectangle.
  • C. True, because all squares are rectangles, but not all rhombuses are rectangles.
  • D. False, because a rhombus cannot have right angles.

A. True, because a square has 4 congruent sides and 4 right angles.

300

If martin is studying for his test and he gets an equation that he has 5 Prisms that have a volume of 79 what's the full volume of all five prisms?

395 cubic units

300

Whats the rule for when you multiply fractions?

You have to multiply numerator times numerator than denominator times denominator.

300

Plot the points (1,2),(1,4),(3,2), and (3,4) what shape does that form?

A rectangle

400

What is 444 minutes in hours?

7 hours and 24 minutes.

400

 A, 3D structure is built using unit cubes. The base layer is a rectangle that is 5 cubes long and 3 cubes wide. A second layer is placed on top that is 3 cubes long and 2 cubes wide. A third layer is placed on top of the second layer, measuring 1 cube long and 2 cubes wide. What is the total volume of this 3D structure in cubic units?

 23 cubic units.

400

A rectangular prism has a base of 24cm and a height of 3cm. What is the volume?

72cm

400

Sarah needs 3/4 of a cup of sugar for a recipe but only has 1/8 of a cup. How much more sugar does she need to complete her recipe?

We need to subtract the amount she has from the total amount needed(3/4 - 1/8).

The denominators are 4 and 8. The least common multiple is 8.

Multiply the numerator and denominator of 3/4 by 2 to get 6/8.

Subtract 6/8 - 1/8 = 5/8.

So Sarah needs 5/8 of a cup of sugar.

400

What is the x-coordinate of the ordered pair (7,2)?

A: 7 (The first number is the x-coordinate)

500

Sarah has a 2.6-kilogram bag of sugar. She uses of sugar for each batch of cookies. How many full batches of cookies can she make before she runs out of sugar? 


40 batches.

500

You have a large square with a side length of 10cm. Inside You draw a smaller square by connecting the midpoints of the large square's sides. Then, you draw an even smaller square by connecting the midpoints of the previous square, and so on, for a  total of 5 squares. What's the answer?

171.875cm2

500

Martin has a right rectangular prism with a total volume of 240cm. If the width is 5cm and the length is 6cm, what is the height of the prism?

8cm

500

Miss Johnson had had 3 1/4 gallons of sweet tea and served 3/8 of a gallon. How much is left?

Requires to find common denominators and mixed-number subtraction: 32/8 - 3/8=2 10/8 -3/8=2 7/8)

500

Sarah is mapping her vegetable garden on a coordinate grid. 

She plots three corners of her rectangular garden at (2,2), (2,6), and (8,6). What is the ordered pair for the fourth corner?

After planting, she decides to expand the garden. She moves the corner located at (8,6) three units to the right and two units down. What is the new coordinate of that corner?

Based on the original coordinates, what is the perimeter of the garden in units?

Fourth corner: (8,2)

The new coordinate: (11,4)

Perimeter: 20 units

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