PRISMS & Regular Pyramids Quiz (Form 2, Mathematics)

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Challenging questions on prisms, pyramids, SA & Volume.

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PRISMS & Regular Pyramids Quiz (Form 2, Mathematics)


Froggy Jumps PRISMS & Regular Pyramids Quiz (Form 2, Mathematics)Versión en línea Challenging questions on prisms, pyramids, SA & Volume. por YAKILI LMS 1 Properties of a prism: the faces are generally which type? a Circles b Rectangular or parallellogram bases c Triangles 2 A right prism has lateral edges that are: a Parallel to base b Slanted without angle c Perpendicular to the base 3 In a rectangular prism, which is the shape of the base? a Circle b Triangle c Rectangle 4 Regular pyramid base shape is always a: a Circle b Regular polygon c Irregular polygon 5 A prism's volume formula uses which measurement? a Lateral area only b Base perimeter c Base area times height 6 Surface area of a rectangular prism includes: a Lateral area plus two base areas b Only top face c Only lateral faces 7 To find SA of a prism, you add areas of all: a Faces b Edges c Vertices 8 Volume of a prism equals base area times: a Diagonal b Width c Height 9 A regular pyramid has lateral faces that are: a Rectangles b Scalene triangles c Isosceles triangles 10 The apex of a regular pyramid is directly above the: a Center of the base b Vertex c Edge 11 Surface area of a triangular prism uses how many triangular bases? a One b Two c Three 12 SA of a rectangular prism formula starts with: a lw + lh + wh b l + w + h c 2(lw + lh + wh) 13 To increase volume of a prism without changing base, you must: a Increase height b Increase base length c Decrease base area 14 Which is not a prism type? a Triangular prism b Rectangular prism c Sphere 15 Surface area of a right rectangular prism with edges a,b,c is: a a^2+b^2+c^2 b ab+bc+ca c 2(ab+bc+ca) 16 Volume of a rectangular prism is: a Base area times height b Sum of edges c Lateral area only 17 A regular pyramid has a height from apex to: a A vertex b An edge c Center of base 18 The surface area of a pyramid includes: a Base area plus lateral areas b Lateral areas only c Only base 19 Volume of a pyramid is base area times height divided by: a 4 b 2 c 3 20 Which pyramid height is used in volume formula? a Perpendicular height b Slant height c Base height 21 In a prism, the bases are: a Congruent and parallel b Non-parallel c Perpendicular only 22 Which shape is the base of a square prism? a Rectangle b Triangle c Square 23 To solve a problem, you should first find: a Lateral area b Volume c Base area 24 A lateral face of a prism is: a A triangle b A rectangle c A circle 25 Regular pyramids have apex connected to: a All base vertices by congruent triangles b Only center point c One base edge 26 If base is 6 cm by 4 cm and height 9 cm, prism volume is: a 144 cm^3 b 54 cm^3 c 216 cm^3 27 SA of a pyramid with square base side s and slant l uses: a Base area plus 4 triangles b Base area only c 4 triangles only 28 Single lateral face of a right prism is: a A rectangle b A circle c A triangle 29 Volume of pyramid compared to prism with same base and height: a One-third b Two-thirds c Twice 30 In SA of prism, you must calculate areas of: a All faces b Only bases c Only lateral faces 31 A regular pyramid base is a: a Circle b Regular polygon c Irregular polygon 32 Which height is important for volume of pyramids? a Base height b Perpendicular height c Slant height 33 A prism with circular base is called a: a Cube b Cylinder (not a prism) c Cone 34 To find volume of a prism, you need the base area and the: a Diagonal b Circumference c Height 35 Surface area of a triangular prism uses how many rectangular lateral faces? a 4 b 3 c 2 36 Regular pyramids have lateral faces that meet at the: a Midpoint of edge b Apex c Base 37 The base of a prism is congruent to its: a Top edge b Lateral face c Opposite base 38 If a prism has base area 20 cm^2 and height 5 cm, volume is: a 25 cm^3 b 200 cm^3 c 100 cm^3 39 A pyramid with a hexagonal base has how many base edges? a 6 b 8 c 4 40 SA of a pyramid with base area B and slant height l with n sides is: a B + nl b B + l c B + (perimeter of base)l/2 41 In a prism, lateral faces are always: a Circles b Squares c Rectangles 42 Volume of a pyramid with base area B and height h is: a Bh/3 b B+h c 3Bh 43 To compute SA of a pyramid, you need: a Only lateral areas b Only base area c Base area plus triangular face areas 44 For a prism, height is the distance between: a Bases b Edges c Lateral faces 45 Which pyramid characteristic affects SA greatly? a Edge length only b Base color c Slant height 46 A square prism has base area 9 and height 4; SA uses: a 9*4 b 2(9+4) c 2(9) + 4(9) = 18 + 36 = 54 47 Volume of pyramid is one-third of the corresponding: a Cube volume b Cylinder volume c Prism volume with same base and height 48 The base of a pyramid is a regular polygon with side 6; perimeter is: a 12 b 6 c 6 times number of sides 49 To visualize spatial problems, you should: a Guess quantities b Sketch and label dimensions c Skip diagrams 50 A prism's height is 7 cm; base area is 12 cm^2; volume: a 84 cm^3 b 72 cm^3 c 19 cm^3

PRISMS & Regular Pyramids Quiz (Form 2, Mathematics)

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PRISMS & Regular Pyramids Quiz (Form 2, Mathematics)Versión en línea

por YAKILI LMS

Properties of a prism: the faces are generally which type?

A right prism has lateral edges that are:

In a rectangular prism, which is the shape of the base?

Regular pyramid base shape is always a:

A prism's volume formula uses which measurement?

Surface area of a rectangular prism includes:

To find SA of a prism, you add areas of all:

Volume of a prism equals base area times:

A regular pyramid has lateral faces that are:

The apex of a regular pyramid is directly above the:

Surface area of a triangular prism uses how many triangular bases?

SA of a rectangular prism formula starts with:

To increase volume of a prism without changing base, you must:

Which is not a prism type?

Surface area of a right rectangular prism with edges a,b,c is:

Volume of a rectangular prism is:

A regular pyramid has a height from apex to:

The surface area of a pyramid includes:

Volume of a pyramid is base area times height divided by:

Which pyramid height is used in volume formula?

In a prism, the bases are:

Which shape is the base of a square prism?

To solve a problem, you should first find:

A lateral face of a prism is:

Regular pyramids have apex connected to:

If base is 6 cm by 4 cm and height 9 cm, prism volume is:

SA of a pyramid with square base side s and slant l uses:

Single lateral face of a right prism is:

Volume of pyramid compared to prism with same base and height:

In SA of prism, you must calculate areas of:

A regular pyramid base is a:

Which height is important for volume of pyramids?

A prism with circular base is called a:

To find volume of a prism, you need the base area and the:

Surface area of a triangular prism uses how many rectangular lateral faces?

Regular pyramids have lateral faces that meet at the:

The base of a prism is congruent to its:

If a prism has base area 20 cm^2 and height 5 cm, volume is:

A pyramid with a hexagonal base has how many base edges?

SA of a pyramid with base area B and slant height l with n sides is:

In a prism, lateral faces are always:

Volume of a pyramid with base area B and height h is:

To compute SA of a pyramid, you need:

For a prism, height is the distance between:

Which pyramid characteristic affects SA greatly?

A square prism has base area 9 and height 4; SA uses:

Volume of pyramid is one-third of the corresponding:

The base of a pyramid is a regular polygon with side 6; perimeter is:

To visualize spatial problems, you should:

A prism's height is 7 cm; base area is 12 cm^2; volume: