Category: Mathematics

  • (1/4) ^-2 +(1/2) ^-2 + (1/3) ^-2

    When the power of a number is negative, to make the power positive, we flip the number (take the reciprocal), and then the power becomes positive.”

    English Mathematical Terms:

    • Power/Exponent: (Power)
    • Negative Power:
    • Flip/Reciprocal:
    • Positive Power:

    Mathematical Rule:
    a+(1/a)^-n=a+a

  • Quest

    You can use the sage math only to find RREF… do not need to find RREF by hand.

    Attached Files (PDF/DOCX): math264_Quest2.pdf

    Note: Content extraction from these files is restricted, please review them manually.

  • Mathematics Question

    Ex .1 vb

    Iff Zz_Zz F(x)=xThen find codomain and range

  • Graded Homework 7

    SKQ-101 Online Sections Graded Homework 7

    Directions: Draw a circle around your answer(s) for each question and show all of

    your work.

    Graded Question #1

    A survey was conducted to find out the favorite type of cuisine among 100 people. The

    results were categorized into five types: Italian, Chinese, Mexican, Indian, and American.

    The goal of the graph is to show how each cuisine makes up a portion of the whole groups

    preferences. What type of display (bar graph, line graph, or pie chart) would be most

    appropriate for this data? Explain your reasoning.

    Graded Question #2

    You have a list of eight different countries and the number of Olympic medals each won in

    the last games. What type of display would be most appropriate to compare the number of

    medals won by each country? Explain your reasoning.

    Graded Question #3: Unit C Exercise 8 Page 177

    Decide whether the following statement makes sense (or is clearly true) or does not make

    sense (or is clearly false). Explain your reasoning.

    Statement: The relative frequency of B grades in our class was 0.3.Graded Question #4

    (a) Complete the frequency table for the following data set:

    Final grades of 20 students in a math class:

    A, A, A, A, A, B, B, B, C, C, C, C, C, C, C, C, C, D, D, F

    Grade

    Frequency

    Relative Frequency

    Cumulative Frequency

    A

    B

    C

    D

    F

    Totals

    (b) Make a pie chart of the relative frequencies to display the data. Be sure to include a

    title, a legend or labels for each section, and percentages for each section.Graded Question #5

    (a) Use ten-point bins to make a frequency table for the following data set that shows

    the final grades of 20 students in a science class:

    91

    72

    78

    75

    78

    70

    83

    95

    69

    84

    77

    88

    98

    90

    92

    68

    86

    79

    60

    96

    Grade

    Frequency

    Relative Frequency

    Cumulative Frequency

    60 to 69

    70 to 79

    80 to 89

    90 to 99

    Totals

    (b) Make a histogram to display the data. Be sure to include a title, vertical

    scale and label, and horizontal scale and label.

  • Graded Homework 7

    SKQ-101 Online Sections Graded Homework 7

    Directions: Draw a circle around your answer(s) for each question and show all of

    your work.

    Graded Question #1

    A survey was conducted to find out the favorite type of cuisine among 100 people. The

    results were categorized into five types: Italian, Chinese, Mexican, Indian, and American.

    The goal of the graph is to show how each cuisine makes up a portion of the whole groups

    preferences. What type of display (bar graph, line graph, or pie chart) would be most

    appropriate for this data? Explain your reasoning.

    Graded Question #2

    You have a list of eight different countries and the number of Olympic medals each won in

    the last games. What type of display would be most appropriate to compare the number of

    medals won by each country? Explain your reasoning.

    Graded Question #3: Unit C Exercise 8 Page 177

    Decide whether the following statement makes sense (or is clearly true) or does not make

    sense (or is clearly false). Explain your reasoning.

    Statement: The relative frequency of B grades in our class was 0.3.Graded Question #4

    (a) Complete the frequency table for the following data set:

    Final grades of 20 students in a math class:

    A, A, A, A, A, B, B, B, C, C, C, C, C, C, C, C, C, D, D, F

    Grade

    Frequency

    Relative Frequency

    Cumulative Frequency

    A

    B

    C

    D

    F

    Totals

    (b) Make a pie chart of the relative frequencies to display the data. Be sure to include a

    title, a legend or labels for each section, and percentages for each section.Graded Question #5

    (a) Use ten-point bins to make a frequency table for the following data set that shows

    the final grades of 20 students in a science class:

    91

    72

    78

    75

    78

    70

    83

    95

    69

    84

    77

    88

    98

    90

    92

    68

    86

    79

    60

    96

    Grade

    Frequency

    Relative Frequency

    Cumulative Frequency

    60 to 69

    70 to 79

    80 to 89

    90 to 99

    Totals

    (b) Make a histogram to display the data. Be sure to include a title, vertical

    scale and label, and horizontal scale and label.

  • Solve the quadratic equation 2x 5x + 3 = 0

    Solve the quadratic equation 2x 5x + 3 = 0. Show all steps clearly.

    You may use factoring, completing the square, or the quadratic formula.

    Provide the exact values of x and verify your solution by substituting back into the original equation.

  • Mathematics Question

    ex2 solved

    x square +x+1=0

    Requirements:

  • Mathematics Question

    Ex1. Find the square root of 6+8i

    Requirements:

  • App Proj_

    Review the App Project and then the App Project requirements. I added some pictures of a past student’s example. Please review and get the initial idea of how the presentation would flow.

    Attached Files (PDF/DOCX): App Project O.docx, Math App Project- Requirements.docx

    Note: Content extraction from these files is restricted, please review them manually.