Geometry Questions

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What is the surface area of the cube below OA 150 units OB 50 units OC 75 units 5 01 5 10 5
Geometry
3D Geometry
What is the surface area of the cube below OA 150 units OB 50 units OC 75 units 5 01 5 10 5
The graph below is an example of a periodic function relating feet to time What is the period in hours Feet 3 2 1 12 24 36 48 The period is hours
Geometry
2D Geometry
The graph below is an example of a periodic function relating feet to time What is the period in hours Feet 3 2 1 12 24 36 48 The period is hours
A regular pyramid has a base and a vertex over the center of the base OA regular polygon OB square O C equilateral triangle D polygon
Geometry
3D Geometry
A regular pyramid has a base and a vertex over the center of the base OA regular polygon OB square O C equilateral triangle D polygon
ind the a amplitude b period e phase shift if any d vertical translation an nd e range of the following function Then graph the function over at least one perk E CON a The amplitu
Geometry
Vectors
ind the a amplitude b period e phase shift if any d vertical translation an nd e range of the following function Then graph the function over at least one perk E CON a The amplitu
What is the surface area of the cube below A 384 units2 B 512 units2 C 508 units2 8 8 8
Geometry
2D Geometry
What is the surface area of the cube below A 384 units2 B 512 units2 C 508 units2 8 8 8
on over a two period interval Give the period and amplitude 8 cos 5x amplitude is plify your answ
Geometry
Vectors
on over a two period interval Give the period and amplitude 8 cos 5x amplitude is plify your answ
A bus travels two different routes the Green Route and the Blue Route The routes are different lengths On Monday the bus traveled the Green Route 6 times and the Blue Route 5 times traveling a total of 52 miles On Tuesday the bus traveled the Green Route 12 times and the Blue Route 13 times traveling a total of 119 miles What is the length of the Green Route in miles
Geometry
2D Geometry
A bus travels two different routes the Green Route and the Blue Route The routes are different lengths On Monday the bus traveled the Green Route 6 times and the Blue Route 5 times traveling a total of 52 miles On Tuesday the bus traveled the Green Route 12 times and the Blue Route 13 times traveling a total of 119 miles What is the length of the Green Route in miles
Which of the following Platonic solids is also a pyramid A Icosahedron B Dodecahedron C None of these D Hexahedron E Octahedron F Tetrahedron
Geometry
2D Geometry
Which of the following Platonic solids is also a pyramid A Icosahedron B Dodecahedron C None of these D Hexahedron E Octahedron F Tetrahedron
The octahedron can be constructed from the repetitive folding of O A regular pentagons B equilateral triangles O C triangles O D squares
Geometry
2D Geometry
The octahedron can be constructed from the repetitive folding of O A regular pentagons B equilateral triangles O C triangles O D squares
Which of the following has eight faces O A Dodecahedron O B Icosahedron O C Octahedron O D Tetrahedron
Geometry
3D Geometry
Which of the following has eight faces O A Dodecahedron O B Icosahedron O C Octahedron O D Tetrahedron
Which polyhedron has more faces than a hexahedron but fewer faces than a dodecahedron OA Icosahedron OB Octahedron C Tetrahedron OD Cube
Geometry
3D Geometry
Which polyhedron has more faces than a hexahedron but fewer faces than a dodecahedron OA Icosahedron OB Octahedron C Tetrahedron OD Cube
Which prefix means eight O A tetra O B dodeca O C octa D hex
Geometry
Area
Which prefix means eight O A tetra O B dodeca O C octa D hex
The polygons that can be the faces of a Platonic solid are Check all that apply A circles B regular pentagons C rectangles OD equilateral triangles E squares F trapezoids
Geometry
3D Geometry
The polygons that can be the faces of a Platonic solid are Check all that apply A circles B regular pentagons C rectangles OD equilateral triangles E squares F trapezoids
A hexahedron is a prism whose base is a O A circle O B triangle O C equilateral triangle O D square
Geometry
3D Geometry
A hexahedron is a prism whose base is a O A circle O B triangle O C equilateral triangle O D square
Which of the following has faces that are pentagons O A Hexahedron OB Dodecahedron O C Icosahedron O D Octahedron
Geometry
Heights & Distances
Which of the following has faces that are pentagons O A Hexahedron OB Dodecahedron O C Icosahedron O D Octahedron
All prisms are Platonic solids O A True OB False
Geometry
3D Geometry
All prisms are Platonic solids O A True OB False
0 9 0 2 3 4 5 Number of calls made If the collection agent makes 11 calls how much will he earn in total A 9 90 B 1 10 C 5 40 6 D 0 90
Geometry
2D Geometry
0 9 0 2 3 4 5 Number of calls made If the collection agent makes 11 calls how much will he earn in total A 9 90 B 1 10 C 5 40 6 D 0 90
What type of graph is useful when depicting piece rates O A Linear graph OB Slope O C Scatter plot D Bar graph
Geometry
Vectors
What type of graph is useful when depicting piece rates O A Linear graph OB Slope O C Scatter plot D Bar graph
A street promotion worker gets paid 0 10 for each flyer he hands out His goal is to make 20 an hour How many flyers must he hand out each hour O A 200 OB 2000 O C 20 O D 60
Geometry
2D Geometry
A street promotion worker gets paid 0 10 for each flyer he hands out His goal is to make 20 an hour How many flyers must he hand out each hour O A 200 OB 2000 O C 20 O D 60
A piece rate worker is paid OA a fixed rate per year OB a fixed rate per hour worked C a fixed rate for each item produced or action perfo
Geometry
Vectors
A piece rate worker is paid OA a fixed rate per year OB a fixed rate per hour worked C a fixed rate for each item produced or action perfo
A courier earns a fixed amount for each package she del her average hourly wage was 12 50 an hour If she worked 8 hours yesterday and delivered 25 packages how much does she earn for each package delivered O A 4 50 O B 2 00 OC 4 00 D 2 50
Geometry
Coordinate system
A courier earns a fixed amount for each package she del her average hourly wage was 12 50 an hour If she worked 8 hours yesterday and delivered 25 packages how much does she earn for each package delivered O A 4 50 O B 2 00 OC 4 00 D 2 50
A potter works 4 days a week makes 14 pots per day on average and charges 24 a pot If she lowers her price to 16 a pot by how many pots per day on average must she increase her production to make the same amount of money per 4 day workweek A 21 B 7 C 24 D 16
Geometry
2D Geometry
A potter works 4 days a week makes 14 pots per day on average and charges 24 a pot If she lowers her price to 16 a pot by how many pots per day on average must she increase her production to make the same amount of money per 4 day workweek A 21 B 7 C 24 D 16
Worker A earns 8 10 per widget produced produces 10 widgets per day works 9 hours per day Worker B earns 8 40 per widget produced produces 8 widgets per day and works 7 hours per day Which of these statements is true OA Worker B earns more per day than worker A and more per hour than worker A O B Worker A earns more per day than worker B and more per hour than worker B OC Worker B earns more per day than worker A but less per hour than worker A D Worker A earns more per day than worker B but less per hour than
Geometry
2D Geometry
Worker A earns 8 10 per widget produced produces 10 widgets per day works 9 hours per day Worker B earns 8 40 per widget produced produces 8 widgets per day and works 7 hours per day Which of these statements is true OA Worker B earns more per day than worker A and more per hour than worker A O B Worker A earns more per day than worker B and more per hour than worker B OC Worker B earns more per day than worker A but less per hour than worker A D Worker A earns more per day than worker B but less per hour than
An accountant gets paid 150 for each tax return she prepares and her goa is to earn 6750 preparing tax returns during this tax season If she has already prepared 3 tax returns this tax season how many more tax returns must she prepare in order to reach her goal OA 45 OB 50 OC 48 OD 42
Geometry
Coordinate system
An accountant gets paid 150 for each tax return she prepares and her goa is to earn 6750 preparing tax returns during this tax season If she has already prepared 3 tax returns this tax season how many more tax returns must she prepare in order to reach her goal OA 45 OB 50 OC 48 OD 42
A proofreader earns 8 50 for each page that he proofreads If he works 7 hours and proofreads 14 pages each day on average which of these proportions can be used to calculate his average hourly wage w O A OB O C O D 7 5 W 119 1 105 W 8 5 1 8 5 W 105 1 119 W 7 5 1
Geometry
2D Geometry
A proofreader earns 8 50 for each page that he proofreads If he works 7 hours and proofreads 14 pages each day on average which of these proportions can be used to calculate his average hourly wage w O A OB O C O D 7 5 W 119 1 105 W 8 5 1 8 5 W 105 1 119 W 7 5 1
A street promotion worker gets paid 0 10 for each flyer he hands out His goal is to make 16 an hour How many flyers must he hand out each hour OA 16 OB 1600 O C 160 OD 48
Geometry
2D Geometry
A street promotion worker gets paid 0 10 for each flyer he hands out His goal is to make 16 an hour How many flyers must he hand out each hour OA 16 OB 1600 O C 160 OD 48
Valerie invested 150 at the beginning of each quarter in stock XYZ According to the table below which quarter would have been the optimal investment period if she had chosen to invest her money as a lump sum XYZ Q1 Q2 Q3 Q4 Stock Price 12 75 12 25 11 50 11 75 O A Q1
Geometry
2D Geometry
Valerie invested 150 at the beginning of each quarter in stock XYZ According to the table below which quarter would have been the optimal investment period if she had chosen to invest her money as a lump sum XYZ Q1 Q2 Q3 Q4 Stock Price 12 75 12 25 11 50 11 75 O A Q1
You want to invest 600 in stock QRS How many you own at the end of the year if you use the DCA strategy instead of investing all of your money at the start of the year QRS Q1 Q2 Q3 Q4 Stock Price 32 00 29 50 25 00 27 50 A 2 shares Febares
Geometry
3D Geometry
You want to invest 600 in stock QRS How many you own at the end of the year if you use the DCA strategy instead of investing all of your money at the start of the year QRS Q1 Q2 Q3 Q4 Stock Price 32 00 29 50 25 00 27 50 A 2 shares Febares
Jimmy invests 150 each month for 6 months in an account that pays 8 APR compounded monthly What is the future value of Jimmy s account afte 6 months OA 1100 39 OB 987 65 OC 876 23 OD 915 18
Geometry
2D Geometry
Jimmy invests 150 each month for 6 months in an account that pays 8 APR compounded monthly What is the future value of Jimmy s account afte 6 months OA 1100 39 OB 987 65 OC 876 23 OD 915 18
Mark invests 150 at the beginning of each quarter in stock ABC According to the table below how many shares of ABC will Mark own at the end of the year ABC Q1 Q2 Q3 Q4 Stock Price 15 16 13 18 OA 38 shares OB 36 shares
Geometry
Coordinate system
Mark invests 150 at the beginning of each quarter in stock ABC According to the table below how many shares of ABC will Mark own at the end of the year ABC Q1 Q2 Q3 Q4 Stock Price 15 16 13 18 OA 38 shares OB 36 shares
What is the name of the investment strategy in which mutual funds or stocks are purchased in fixed dollar amounts at regular intervals regardless of how the market is performing O A Dollar cost averaging OB Bond investing C Stock investing
Geometry
Coordinate system
What is the name of the investment strategy in which mutual funds or stocks are purchased in fixed dollar amounts at regular intervals regardless of how the market is performing O A Dollar cost averaging OB Bond investing C Stock investing
Use the figure to find the length of the indicated segment 7 AG 8 FC 9 ED 10 AE G F A 4 B E 6 C 5 D
Geometry
Heights & Distances
Use the figure to find the length of the indicated segment 7 AG 8 FC 9 ED 10 AE G F A 4 B E 6 C 5 D
What is the name of an investment in which deposits are made in fixed dolla amounts at regular intervals O A Periodic investment O B Lump sum investment C Bond investment
Geometry
Coordinate system
What is the name of an investment in which deposits are made in fixed dolla amounts at regular intervals O A Periodic investment O B Lump sum investment C Bond investment
You find a mutual fund that offers approximately 8 5 APR compounded monthly How much money will you need to invest as a lump sum in order to have 500 at the end of the year OA 459 27 OB 411 98 OC 491 87 OD 437 84
Geometry
3D Geometry
You find a mutual fund that offers approximately 8 5 APR compounded monthly How much money will you need to invest as a lump sum in order to have 500 at the end of the year OA 459 27 OB 411 98 OC 491 87 OD 437 84
Which describes an investment in which all of the money to be invested is deposited at one time O A Annuity OB Lump sum investment C Stock investment
Geometry
2D Geometry
Which describes an investment in which all of the money to be invested is deposited at one time O A Annuity OB Lump sum investment C Stock investment
4 2 10 10 3 10 5 3 3 4 3 9 2 6 11 5 11
Geometry
Coordinate system
4 2 10 10 3 10 5 3 3 4 3 9 2 6 11 5 11
Simplify by rationalizing the denominator 6 10 13 14 10 2 15
Geometry
2D Geometry
Simplify by rationalizing the denominator 6 10 13 14 10 2 15
7 24 9 6 8 3 2 50 9 3 6 600
Geometry
Coordinate system
7 24 9 6 8 3 2 50 9 3 6 600
20 10
Geometry
Coordinate system
20 10
7 24 9 6 8 3 2 50 9 3 6 600
Geometry
Area
7 24 9 6 8 3 2 50 9 3 6 600
20 5 10
Geometry
Coordinate system
20 5 10
16 3 15 17 7 18 12 e
Geometry
2D Geometry
16 3 15 17 7 18 12 e
10 18 8 11 27 75 12 45 80
Geometry
Coordinate system
10 18 8 11 27 75 12 45 80
Simplify each expression 1 3 2 4 2 2 2 2 4 5 3 5 7 5 3 7 8 7 3
Geometry
Coordinate system
Simplify each expression 1 3 2 4 2 2 2 2 4 5 3 5 7 5 3 7 8 7 3
4 2 10 10 3 10 5 3 3 4 3 9 2 6 II 5 IT
Geometry
Coordinate system
4 2 10 10 3 10 5 3 3 4 3 9 2 6 II 5 IT
Prob de evaluare 2 Data Punctaj Nota 1 Observa i desenul i determina i valoarea fiec rui raport C A D ED AB 2 Scrie i rela iile ce rezult din AADE ABCR AD DB a N Triunghiuri asemenea Varianta I b M c R spuns EB DC L01234 3 n figura de mai jos punctele N O P respectiv M O Q sunt coliniare iar NM QP Completa i caseta pentru a ob ine propozi ii adev rate B L0123 OM 00 LO123 4 Triunghiul ABC eu laturile AB 10 cm BC 12 cm i AC 16 cm este asemenea cu triunghiul MNK i raportul de asem nare fiind 1 5 Determina i perimetrul triunghiului MNK LO1234
Geometry
2D Geometry
Prob de evaluare 2 Data Punctaj Nota 1 Observa i desenul i determina i valoarea fiec rui raport C A D ED AB 2 Scrie i rela iile ce rezult din AADE ABCR AD DB a N Triunghiuri asemenea Varianta I b M c R spuns EB DC L01234 3 n figura de mai jos punctele N O P respectiv M O Q sunt coliniare iar NM QP Completa i caseta pentru a ob ine propozi ii adev rate B L0123 OM 00 LO123 4 Triunghiul ABC eu laturile AB 10 cm BC 12 cm i AC 16 cm este asemenea cu triunghiul MNK i raportul de asem nare fiind 1 5 Determina i perimetrul triunghiului MNK LO1234
1 A standard city block in Manhattan is a rectangle measuring 80 m by 270 m A resident wants to get from one comer of a block to the opposite comer of a block that contains a park She wonders about the difference between cutting across the diagonal through the park compared to going around the park along the streets How much shorter would her walk be going through the park Round your answer to the nearest meter Sketch a picture for the situation and label all information Determine the correct equation to solve the problem Then solve
Geometry
Solution of triangles
1 A standard city block in Manhattan is a rectangle measuring 80 m by 270 m A resident wants to get from one comer of a block to the opposite comer of a block that contains a park She wonders about the difference between cutting across the diagonal through the park compared to going around the park along the streets How much shorter would her walk be going through the park Round your answer to the nearest meter Sketch a picture for the situation and label all information Determine the correct equation to solve the problem Then solve
From the following sequence of Gamma coded gaps 1110001110101011111101101111011 the reconstruct gap sequence is Select one A 3 1 9 5 B 3 1 5 9 C 9 3 5 59 7
Geometry
Solution of triangles
From the following sequence of Gamma coded gaps 1110001110101011111101101111011 the reconstruct gap sequence is Select one A 3 1 9 5 B 3 1 5 9 C 9 3 5 59 7
Doc1 Applied Computing Student Doc2 Palestine Technical University student Select one A The Query is more smilar to Doc1 B The Query is more smilar to Doc2 C no relation between the Query and Doci Doc2 n None of the mentioned
Geometry
Heights & Distances
Doc1 Applied Computing Student Doc2 Palestine Technical University student Select one A The Query is more smilar to Doc1 B The Query is more smilar to Doc2 C no relation between the Query and Doci Doc2 n None of the mentioned
A metric derived by taking the log of N divided by the document frequency where N is the tota number of documents in a collection is called Select one O A document frequency O B tf idf weight O C collection frequency D inverse document frequency
Geometry
Solution of triangles
A metric derived by taking the log of N divided by the document frequency where N is the tota number of documents in a collection is called Select one O A document frequency O B tf idf weight O C collection frequency D inverse document frequency