Translate the verbal phrase and interpret, letting n represent the valuets}. Twenty occupants or less Translate the verbal phrase. Choose the correct answer below. 0 A. n=2u,21,22,23... O s. n='1,2,3,...,2l] O c. n=,'l,2,3,...,2l] Q o. n= 2u,19,1s,17,...,u Interpret the phrase. Choose the correct answer below. 0 A. There cannot be a negative number of occupants. There could be a minimum of twenty occupants, and there is no limit on the maximum number of occupants. Occupants cannot be represented with a fractional number. 0 B. There can be a negative number of occupants. There could be negative twenty, negative nineteen. or zero occupants. Occupants cannot be represented with a fractional number. 0 C. There cannot be a negative number of occupants. There could be one, tw'o, or twenty occupants. Occupants cannot be represented with a fractional number. 0 D. There cannot be a negative number of occupants. There could be zero, one, two, or twenty occupants. Occupants cannot be represented with a fractional number. Translate the verbal phrase and interpret, letting n represent the value(s). Seventy houses or more Translate the verbal phrase. Choose the correct answer below. 141 143 145 O A. n=70, 7.71. 2.72. ,,73.... O B. n= 70,71,72,73. ... O C. n= 0,1,2,3.... ,70 O D. n= 1,2,3, ... ,70 Interpret the phrase. Choose the correct answer below. O A. There could be seventy houses, seventy and a half houses, and so on. Houses can be represented with a fractional number. B. There could be one, two, three,... up to seventy houses. Houses cannot be represented with a fractional number. O C. There could be a minimum of seventy houses, and there is no limit on the maximum number of houses. Houses cannot be represented with a fractional number. O D. There could be zero, one, two, three,... up to seventy houses. Houses cannot be represented with a fractional number.Translate the verbal phrase and inte rpret. letting n represent the value(s}. At most twelve ingredients in each recipe Translate the verbal phrase. Choose the correct answer below. 0 A. n= 12,1'l,10,9,8,7,B,5,4,3,2.1 O B. n='l,2,3,4,5,E,T,8,9,10,11,12 O C. n='l2,13,14,15.._ O D. n=1,2,3,4,5,B,?,8,9,1U,11 Interpret the phrase. Choose the correct answer below. 0 A. There cannot be a negative number of ingredients. There could be a minimum of twelve ingredients, and there is no limit on the maximum number of ingredients in each recipe. There must be a whole number of ingredients. 0 B. There cannot be a negative number of ingredients or zero ingredients. There could be one, two, or twelve ingredients in each recipe. There must be a natural number of ingredients. 0 C. There cannot be a negative number oi ingredients. There could be zero, one, two, or twelve ingredients in each recipe. There must be a whole number of ingredients. 0 D. There can be a negative number of ingredients or zero ingredients. There could be negative twelve, negative eleven. or negative one ingredients in each recipe. There must be a natural number of ingredients. Translate the verbal phrase and interpret, letting n represent the valuets}. The number of chairs per table is between 5 and 9, inclusive. E) Translate the verbal phrase. Choose the correct answer below. 0A. n=5,6,7.3 OB. n=5,?,8.9 DC. n=5,T,8 OD. n=5,6,7.3,9 Interpret the phrase. Choose the correct answer below. C) A. "Between" does not include the endpoints, but for the given situation, endpoints should be included, so the number of chairs per table can be 5, E3. ?, 8. or 9. There cannot be part of a chair. 0 B. "Between" includes the endpoints, but for the given situation. endpoints should not be included, so the number of chairs per table can be 5, TI", or 3. There cannot be part of a chair. C) C. "Between" includes the left endpoint but does not include the right endpoint, so the number of chairs per table can be 5, E, 7, or 3. There cannot be part of a chair. C) D. "Between" includes the right endpoint but does not include the lett endpoint, so the number of chairs per table can be 6, ?, 8, or 9. There cannot be part of a chair. Translate the verbal phrase and interpret, letting n represent the value(s). At least six choices (There are nine choices available.) Translate the verbal phrase. Choose the correct answer below. O A. n = 7, 8,9 O B. n = 6, 7, 8 O C. n = 6, 7, 8, 9 O D. n= 7, 8 Interpret the phrase. Choose the correct answer below. O A. The minimum number of choices is six. The maximum number of choices would be eight. Any number between six and eight, inclusive, would work. There must be a whole number of choices. O B. The minimum number of choices is seven. The maximum number of choices would be nine. Any number between seven and nine, inclusive, would work. There must be a whole number of choices. O C. The minimum number of choices is six. The maximum number of choices would be nine. Any number between six and nine, inclusive, would work. There must be a whole number of choices. O D. The minimum number of choices is seven. The maximum number of choices would be eight. There must be a whole number of choices.Translate the verbal phrase and interpret, letting n represent the valuets}. More than seven chairs in the room. [There are twelve chairs in the room.) E) Translate the verbal phrase. Choose the correct answer below. DA. OB. DC. (ED. n=T.B,9.1U,11,12 n=8. 9, 1D, 11 n=T.B,9.1U,11 n=8.9, 1D, 11.12 Interpret the phrase. Choose the correct answer below. 0 a. The minimum number of chairs is seven. There are twelve chairs in the room. so the maximum number of chairs would be twelve. Any number between seven and twelve. inclusive, would work. There must be a whole number of chairs. @l B. The minimum number of chairs is eight. There are twelve chairs in the room, so the maximum number of chairs would be twelve. Any number between eight and twelve. inclusive, would work. There must be a whole number of chairs. 0 C. The minimum number of chairs is seven. There are twelve chairs in the room, so the maximum number of chairs would be eleven. Any number between seven and eleven, inclusive, would work. There must be a whole number of chairs. 0 D. The minimum number of chairs is eight. There are twelve chairs in the room, so the maximum number of chairs would be eleven. Any number between eight and eleven. inclusive. would work. There must be a whole number of chairs. Translate the verbal phrase and interpret, letting n represent the yaluets}. The ages of the children are between B and 11. Translate the verbal phrase. Choose the correct answer below. O A. n=5.7,8,9,1 O B. n=?.8,9,10 @1 C. n=5.?,8,9,1,11 O D. n=?.8,9,10,11 Interpret the phrase. Cheese the correct answer below. O A. "Between" does not include the endpoints, so the ages 01 the children can be 7, B, 9, or 10. Age is the number of years completed since birth. 30, the age is considered a whole number. CO} B. "Between" includes the endpoints, so the ages of the children can be 6, T, 8, 9, 1D, or 11. Age is the number of years completed since birth. So, the age is considered a whole number. 0 C. "Between" includes the right endpoint but does not include the left endpoint. so the ages of the children can be ?, 8, 9, 10. or 11. Age is the number oi years completed since birth. So. the age is considered a whole number. 0 D. "Between" includes the lett endpoint but does not include the right endpoint. so the ages of the children can be 5, 7, B, 9, or 10. Age is the number of years completed since birth. So. the age is considered a whole number. Translate the verbal phrase and interpret, letting n represent the value(s). Fewer than seven rabbits Translate the verbal phrase. Choose the correct answer below. O A. n = 7,8,9,10... O B. n = 1,2,3,4,5,6 O C. n= -6, -5, -4, -3, -2, -1,0 O D. n= 0,1,2,3,4,5,6 Interpret the phrase. Choose the correct answer below. O A. There cannot be a negative number of rabbits. There could be zero, one, two, three, four, five, or six rabbits. There must be a whole number of rabbits. O B. There can be a negative number of rabbits. There could be negative six, negative five, negative four, negative three, negative two, negative one, or zero rabbits. O C. There cannot be a negative number of rabbits. There could be one, two, three, four, five, or six rabbits. There must be a whole number of rabbits. O D. There cannot be a negative number of rabbits. There could be a minimum of seven rabbits, and there is no limit on the maximum number of rabbits. There must be a whole number of rabbits