Multiple Choice Item: 1 point valueQuestion Overview:This question requires translating text and numbers into an equivalent algebraic representation . Step one is interpreting the meaning of the numbers given in the question and how they relate both to each other and to the appropriate operation- subtraction. Step two is realizing that the correct expression is not represented by the distribut ive property, but by a straightforward application of the order of operations. Answer Rationale: Option A is incorrect. If you selected this response, you interpreted "less than" as meaning "is less than." This misinterpretation results in an inequality instead of an expression. Option B is incorrect . If you selected this response, you misapplied the order of operations. By including parentheses in the expression, you are multiplying the quantity "27 less than s, the number of steps" by 6. Option C is correct. The term "times" indicates multiplication, and "less than" indicates subtraction. You selected the response that correctly translates the phrase "27 less than 6 times the number of steps, with s representing the number of steps," as Six times open parentheses S minus twenty seven close parentheses. Option D is incorrect. If you selected t his response, you interpreted "less than" as meaning "is less than." This misinterpretation results in an inequality, not an expression. This response also reverses the order of the terms 6s and 27 in the inequality. |
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Formula Sheet |
Mathematics Formula Sheet Area of a:
square
rectangle
parallelogram
triangle
trapezoid
circle
Perimeter of a:
square
rectangle
triangle
circumference of a circle
Surface Area and Volume of a:
rectangular prism
right prism
cylinder
pyramid
cone
sphere
(
p
= perimeter of base
B
;
mean mean is equal to the total of the values of a data set, divided by the number of elements in the data set median median is the middle value in an odd number of ordered values of a data set, or the mean of the two middle values in an even number of ordered values in a data set data set, or the mean of the two middle values in an even number of ordered values in a data set Algebra slope of a line![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() |
Calculator Reference |
Calculator Reference Basic Arithmetic To perform basic arithmetic, enter numbers and operation symbols using the standard order of operations. The word “minus” is voiced for the operation of subtraction. The phrase “change sign” is voiced when creating a negative number. To create a negative number, enter the number first, and then press the Change Sign key. NOTE: To complete all calculations, it is necessary to press the Enter key. Arithmetic Example 1: The key sequence for this example is voiced by the calculator as follows: Voiced as: “Eight, times, four, change sign, plus, seven, enter, negative twenty-five” The correct answer = -25 Arithmetic Example 2: Voiced as: “Zero, minus, three, plus, three, change sign, plus, four, minus, four, change sign, enter, two” The correct answer = 2 Percent To perform calculations with percent, enter the base number, then use the Percent key. Percent example: 40 x 560 = Voiced as: “Five, six, zero, times, four, zero, percent, enter, two hundred twenty-four” The correct answer = 224 Scientific Notation To perform calculations with scientific notation, use the Scientific Notation key. To create a number in scientific notation format, enter the base number. Use the Change Sign key to change the sign if necessary. Press the Scientific Notation key and then enter the numerical exponent. Use the Change Sign key to change the sign of the exponent if necessary. The answer to calculations involving scientific notation will be given in standard numerical format. Scientific Notation example: Voiced as: “Seven, point, eight, times ten power, eight, minus, one, point, five, times ten power, eight, enter, six hundred thirty million” The correct answer = 630000000 Fractions and Mixed Numbers To perform calculations with fractions and mixed numbers, use the 2nd Function key, followed by the Fraction key. To create a fraction or mixed number, press the 2nd Function key, followed by the Fraction key. The Open Bracket key will automatically appear. Next, enter a whole number (use zero for simple fractions), then press the Comma key. Next, enter the numerator, press the Division key, enter the denominator, and then press the Close Bracket key. The answers to calculations involving fractions and mixed numbers will automatically be formatted in reduced form. Fraction example: Voiced as: “Second, fraction open bracket, zero, comma, two, divide by, nine, close bracket, times, second, fraction open bracket, zero, comma, three, divide by, seven, close bracket, enter, 2 over 21” The correct answer = 2/21 Mixed Numbers example: Voiced as: “Second, fraction open bracket, one, two, comma, five, divide by, six, close bracket, minus, second, fraction open bracket, one, comma, one, divide by, two, close bracket, enter, eleven and one-third” The correct answer = 11 1/3 Powers and Roots To calculate the square of a number, use the X-Squared / Square Root key. Enter the number, then the X-Squared / Square Root key, then press the Enter key. Squares example: Voiced as: “One, point, two, x-squared, enter, one point four four” The correct answer = 1.44 Powers Other than 2 To calculate powers other than two, use the Power / Nth-Root key. Enter the base number and press the Power / Nth-Root key. Then enter the exponent and press the Enter key Powers Other than 2 example: Voiced as: “Seven, power, four, enter, two thousand four hundred one” The correct answer = 2401 Square Roots To calculate square roots, use the 2nd Function key and X-Squared / Square Root key. Press the 2nd Function key, and then the X-Squared / Square Root key, followed by the number, then the Enter key. Square Roots example: Voiced as: “Second, square root of, five, two, nine, enter, twenty-three” The correct answer = 23 Non-Square Roots To calculate roots other than square roots, use the 2nd Function key and Y-Power-X / X-Root-Y key. First, enter the numerical root, followed by the 2nd Function key. Then press the Y-Power-X / X-Root-Y key, enter the base number, and press the Enter key. Non-Square Roots example: Voiced as: “Three, second, y-root, one, seven, two, eight, enter, twelve” The correct answer = 12 |