Why Are Handcuffs Like Souvenirs? Use The Ustr Butve ... - Numerade
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Why Are Handcuffs Like Souvenirs? Use the distributive property to complete each statement below. Find your answer in the corresponding answer column. Write the letter of that exercise in the box that contains the number of the answer. Answers: A 7(a+b)=7a+ 18 ax O 5x+5y = 5(x+ 16 4 R 4(5+x) = 20 + 17 4a T 9a +9b = 9( +b) 5 u Y 3(2x+9)= 6x + 9 7b W 4m+4n= (m+n) 22 a S 8(3x+1)= +8 1 5 H ab+3a = a(b + 11 x a(4 + b) = + ab 14 4x E xy +15x = (y +15) 21 2y E x(y + 10) = +10x 23 24x A bu + uv = (b+v) 13 y I 2(7x+4y) = 14x + 10 30x F \frac{2}{5}m + \frac{2}{5}n = \frac{2}{5}( +n) 19 3a D 6(9+5x)=54+ 6 6y 2 3 W x(a+3b) = + 3bx 3 xy M \frac{3}{4}a + \frac{3}{4}b + \frac{3}{4}c = (a+b+c) 12 m E a(8x+2y) = 8ax + 4 27 S 7ax+2ay = a(7x+) 15 k T \frac{1}{2}(4a + 10) = 2a + 7 2ay T 4kx+11ky = (4x +11y) 8 \frac{3}{4} R \frac{2}{3}(12+9y)=8+ 20 8y R 3ay +8by = y( +8b) 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 Why Are Handcuffs Like Souvenirs? Use the distributive property to complete each statement below. Find your answer in the corresponding answer column. Write the letter of that exercise in the box that contains the number of the answer. Answers: A 7(a+b)=7a+ 18 ax O 5x+5y = 5(x+ 16 4 R 4(5+x) = 20 + 17 4a T 9a +9b = 9( +b) 5 u Y 3(2x+9)= 6x + 9 7b W 4m+4n= (m+n) 22 a S 8(3x+1)= +8 1 5 H ab+3a = a(b + 11 x a(4 + b) = + ab 14 4x E xy +15x = (y +15) 21 2y E x(y + 10) = +10x 23 24x A bu + uv = (b+v) 13 y I 2(7x+4y) = 14x + 10 30x F \frac{2}{5}m + \frac{2}{5}n = \frac{2}{5}( +n) 19 3a D 6(9+5x)=54+ 6 6y 2 3 W x(a+3b) = + 3bx 3 xy M \frac{3}{4}a + \frac{3}{4}b + \frac{3}{4}c = (a+b+c) 12 m E a(8x+2y) = 8ax + 4 27 S 7ax+2ay = a(7x+) 15 k T \frac{1}{2}(4a + 10) = 2a + 7 2ay T 4kx+11ky = (4x +11y) 8 \frac{3}{4} R \frac{2}{3}(12+9y)=8+ 20 8y R 3ay +8by = y( +8b) 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 Show more…
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Which of the statements is true and which is false. 1) if n is an even positive integer, then ϕ(8n)=4ϕ(n). 2) if n is an even positive integer, then ϕ(2n)=2ϕ(n). 3) if n is an odd positive integer, then ϕ(4n)=2ϕ(n). 4) if n is an even positive integer, then ϕ(4n)=2ϕ(n). 5) An infinit non-abelian group may have a finite number of subgroups. 6) An infinit cyclic group must have an infinite number of subgroups. 7) A finite group must have a finite number of subgroups. 8) Every nontrivial subgroup of an infinit group must be of infinit order. 9) An infinite cyclic group has only two infinite number of subgroups. 10) Z(D5) is non-trivial. 11) There is a finite cyclic group with 20||G| and with 8 elements each of order 20. 12) if F, F' are different reflections in D21, then the possible orders of FF' are 3, 7, 11. 13) U(49) is abelian group of order 42. 14) The group D10 has 13 solutions for the equation x^2=e. 15) 2^(n-1) + 1 ∈ U(2^n) n ≥ 3 has order 3. 16) if n > 2, Zn has an even number of generators.
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Which of the statements is true and which is false. 1) if n is an even positive integer, then ϕ(8n)=4ϕ(n). 2) if n is an even positive integer, then ϕ(2n)=2ϕ(n). 3) if n is an odd positive integer, then ϕ(4n)=2ϕ(n). 4) if n is an even positive integer, then ϕ(4n)=2ϕ(n). 5) An infinit non-abelian group may have a finite number of subgroups. 6) An infinit cyclic group must have an infinite number of subgroups. 7) A finite group must have a finite number of subgroups. 8) Every nontrivial subgroup of an infinit group must be of infinit order. 9) An infinite cyclic group has only two infinite number of subgroups. 10) Z(D5) is non-trivial. 11) There is a finite cyclic group with 20||G| and with 8 elements each of order 20. 12) if F, F' are different reflections in D21, then the possible orders of FF' are 3, 7, 11. 13) U(49) is abelian group of order 42. 14) The group D10 has 13 solutions for the equation x^2=e. 15) 2^(n-1) + 1 ∈ U(2^n) n ≥ 3 has order 3. 16) if n > 2, Zn has an even number of generators.
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QUESTION 10 Find the oblique asymptote, if any, of the rational function. f(x) = (x^2 - 9x + 6) / (x + 7) y = x - 16 y = x + 15 None y = x + 9 QUESTION 11 Find the oblique asymptote, if any, of the rational function. f(x) = (x^2 + 9x + 9) / (x + 4) y = x + 5 y = x - 13 None y = x + 5 QUESTION 12 Find the oblique asymptote, if any, of the rational function. f(x) = (x^3 - 9x^2 + 6x - 1) / (x^2 + 3x) None y = x + 15 y = x - 12 y = x QUESTION 13 Find the oblique asymptote, if any, of the rational function. f(x) = (9x^3 - 2) / (x^2 + 9) y = 9x - 2 y = 9x y = x + 9 None QUESTION 14 Find the vertical asymptote(s) of the graph of the given function. g(x) = 4 / (x(x + 3)) y = -3, x = 0 x = -3, x = 0 x = -3, x = 1 x = -3, x = 4
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