Pythagorean
Theorem
Distance Formula
Volume of Cylinders
Volume of Cones
Volume of Spheres
100
A ladder is leaning against a wall. It's bottom is placed 4ft from the wall. The ladder touches the wall 10ft from the ground. The ladder is ________.
The ladder is 10.8ft long.
100
What is the distance formula?
The distance formula is d= the square root of (x2-x1) squared +(y2-y1) squared.
100
What is the formula for the volume of cylinders?
Volume=_ 2 ll (Pie)R h
100
What is the volume of a cone if the height is 25.3cm and the diameter (22x56)/2?
The volume is 2,512,062 cm cubed.
100
Find the volume of a sphere with a radius of 62 centimeters rounded to the nearest tenth.
997,799.9 centimeters cubed.
200
What is the relationship between the side "a" squared and the side "b" squared?
a(squared)+b(squared)=c(squared)
200
What is the distance between (5,-6) and (-2,-11).
The distance is 8.6 units.
200
What is the volume of a cylinder if the height=13 cm and the diameter=9.7 cm?
3 V=980.1 cm
200
What is the volume of a cone if the height is 366 meters and the radius is the height times 1/6 meters?
The volume is 1,425,440.7 m cubed.
200
Xavier has a rubber ball with a diameter of 574 millimeters. What is the volume of Xavier's ball?
Xavier's ball is 98.972,393.9 millimeters cubed in volume.
300
What is the theorem that states that the hypotenuse of a right triangle can be found by using the equation a^2+b^2=c^2
The Pythagorean Theorem.
300
What is the distance between (-13,20) and (2,-17).
The distance is 39.9 units.
300
What is the volume of a cylinder if the radius=11 and the height=half of the radius.
3 V=2089.7 in
300
What is the volume of a party hat if the height is 37 cm and the diameter is 12 cm?
The volume is 1394.2 cm cubed.
300
The radius of a sphere is 34 yd. What is the volume of the sphere?
The volume is 164,552.7 yd cubed.
400
The base and height of a right triangle are 15mm and 30mm. What is the hypotenuse?
C= 33.5mm
400
If a car starts at (8,7) on a grid and moves 5 spaces left and 4 spaces down, what is the distance from where the car started to where it is now?
The car is 6.4 units from where it started.
400
If you had a container that was shaped like a cylinder which you stored pudding in, how much pudding could you store in the container? (height=25 m, diameter=3 times the height)<-container measurements
3 You can fill 110390.6 m pudding in the container.
400
You wanted to buy huge ice cream cones for your factory. When you bought those cones, you had to figure out the how much ice cream you need to fill the cone. How much ice cream do you need to fill a cone if the radius is the square root of 125 x 63 and a height of 56/36 in?
You can fit 830,935 in cubed of ice cream in one cone.
400
Jacquee has a ball that is 30 millimeters in diameter. What is the volume of Jacquee's ball?
The ball is 14,130 millimeters cubed in volume.
500
The length of the base of a wedge of cheese is 310 mm. The height is 420mm. What is the hypotenuse?
The hypotenuse is 522mm or the square root of 272,500mm.
500
A ferry starts at dock (-17,5) and travels 7 units up. If each unit is 7 miles, how far is the ferry from where it started?
The ferry is 49 miles from where it started.
500
///////////You have to make cake for your moms birthday. How much raspberry filling can you fill in the cake? (height of the cake=376 cm, diameter=25*height, then add -30, and divide by 13)
3 You can fill 15,351,157.2 cm of raspberry filling in the cake.
500
What is the volume of a cone if the height is the square root of (radius/52)11) units and the diameter is 217 squared + 56 - 81 units?
The volume is 40,919,542,913.5 units cubed or 4.091954291 x10 to the 10th power (school calculator).
500
What is the radius of a sphere with a volume of 2,675 inches cubed? Round to the nearest tenth.
The radius is 8.6 inches.
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