Lesson 5.4 6. Solve and verify each equation. Justify your choice of method. c) -2 d) –8({ - 2) = ; a) %3D %3D b) 4.5 = 0.6(a – 3) 7. Erynn joined a movie club. The first 10 movies are free, but after that she pays $15.95 for each movie she orders. a) Write an expression for the cost of x movies. b) How much would she pay for 15 movies? c) Erynn receives her first order of movies with a bill for $31.90. Write and solve an equation to determine how many she gure. ordered. Lesson 5.5 ing 8. Solve. Verify each solution. a) 9x + 2 = 11x – 10 c) -3(x + 1) – 2 = 4x – 5(x – 3) %3D b) -* + = 1+ 2 + 4 = * - 6 3 3 = 1-x + 2 4 + x 75. %3D %3D 9. To calculate the area of a trapezoid, you can use the expression 8. + b,), where b, and b, are the two bases. These two trapezoids have the same area. Determine the length of each base. te 3x 41 21 4x 10. Solve. Verify your solution. d) *-= - 2 1 a) -x + 6 = 2x – 12 %3D X. 4 b) x- 2 4x + 3 (a + 1) =(2a – 3) = 3a + 7 e) %3D 4a - 2 1 c) 4(x- 8) = -2(x – 5) f) %3D on 1. Write and solve an equation to answer each problem. a) The perimeter of a rectangle is 210 m. It is 7 m longer than it is wide. How long is it? n 1 dimer worth $15 75 How many of each 1,
Lesson 5.4 6. Solve and verify each equation. Justify your choice of method. c) -2 d) –8({ - 2) = ; a) %3D %3D b) 4.5 = 0.6(a – 3) 7. Erynn joined a movie club. The first 10 movies are free, but after that she pays $15.95 for each movie she orders. a) Write an expression for the cost of x movies. b) How much would she pay for 15 movies? c) Erynn receives her first order of movies with a bill for $31.90. Write and solve an equation to determine how many she gure. ordered. Lesson 5.5 ing 8. Solve. Verify each solution. a) 9x + 2 = 11x – 10 c) -3(x + 1) – 2 = 4x – 5(x – 3) %3D b) -* + = 1+ 2 + 4 = * - 6 3 3 = 1-x + 2 4 + x 75. %3D %3D 9. To calculate the area of a trapezoid, you can use the expression 8. + b,), where b, and b, are the two bases. These two trapezoids have the same area. Determine the length of each base. te 3x 41 21 4x 10. Solve. Verify your solution. d) *-= - 2 1 a) -x + 6 = 2x – 12 %3D X. 4 b) x- 2 4x + 3 (a + 1) =(2a – 3) = 3a + 7 e) %3D 4a - 2 1 c) 4(x- 8) = -2(x – 5) f) %3D on 1. Write and solve an equation to answer each problem. a) The perimeter of a rectangle is 210 m. It is 7 m longer than it is wide. How long is it? n 1 dimer worth $15 75 How many of each 1,
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter10: Quadratic Equations
Section10.4: Solve Applications Modeled By Quadratic Equations
Problem 160E: A city planner wants to build a bridge across a lake in a park. To find the length of the bridge, he...
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Question
Help on 8. d and 10 e
![Lesson 5.4
6.
Solve and verify each equation. Justify your choice of method.
c) -2
d) –8({ - 2) = ;
a)
%3D
%3D
b) 4.5 = 0.6(a – 3)
7. Erynn joined a movie club. The first 10 movies are free, but after
that she pays $15.95 for each movie she orders.
a) Write an expression for the cost of x movies.
b) How much would she pay for 15 movies?
c) Erynn receives her first order of movies with a bill for $31.90.
Write and solve an equation to determine how many she
gure.
ordered.
Lesson 5.5
ing
8. Solve. Verify each solution.
a) 9x + 2 = 11x – 10
c) -3(x + 1) – 2 = 4x – 5(x – 3)
%3D
b) -* + = 1+ 2
+ 4 = * - 6
3
3
= 1-x + 2
4 + x
75.
%3D
%3D
9. To calculate the area of a trapezoid, you can use the expression
8.
+ b,), where b, and b, are the two bases. These two
trapezoids have the same area. Determine the length of each base.
te
3x
41
21
4x
10. Solve. Verify your solution.
d) *-= -
2
1
a) -x + 6 = 2x – 12
%3D
X.
4
b)
x- 2 4x +
3
(a + 1) =(2a – 3)
= 3a + 7
e)
%3D
4a - 2
1
c) 4(x- 8) = -2(x – 5) f)
%3D
on
1. Write and solve an equation to answer each problem.
a) The perimeter of a rectangle is 210 m. It is 7 m longer than it is
wide. How long is it?
n
1 dimer worth $15 75 How many of each
1,](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F832f9e7d-2ab0-45ad-a2e8-7e481608ccb2%2Fe304fc8b-3c42-41c6-b278-bf71eae7ad6e%2F8f88wi8.jpeg&w=3840&q=75)
Transcribed Image Text:Lesson 5.4
6.
Solve and verify each equation. Justify your choice of method.
c) -2
d) –8({ - 2) = ;
a)
%3D
%3D
b) 4.5 = 0.6(a – 3)
7. Erynn joined a movie club. The first 10 movies are free, but after
that she pays $15.95 for each movie she orders.
a) Write an expression for the cost of x movies.
b) How much would she pay for 15 movies?
c) Erynn receives her first order of movies with a bill for $31.90.
Write and solve an equation to determine how many she
gure.
ordered.
Lesson 5.5
ing
8. Solve. Verify each solution.
a) 9x + 2 = 11x – 10
c) -3(x + 1) – 2 = 4x – 5(x – 3)
%3D
b) -* + = 1+ 2
+ 4 = * - 6
3
3
= 1-x + 2
4 + x
75.
%3D
%3D
9. To calculate the area of a trapezoid, you can use the expression
8.
+ b,), where b, and b, are the two bases. These two
trapezoids have the same area. Determine the length of each base.
te
3x
41
21
4x
10. Solve. Verify your solution.
d) *-= -
2
1
a) -x + 6 = 2x – 12
%3D
X.
4
b)
x- 2 4x +
3
(a + 1) =(2a – 3)
= 3a + 7
e)
%3D
4a - 2
1
c) 4(x- 8) = -2(x – 5) f)
%3D
on
1. Write and solve an equation to answer each problem.
a) The perimeter of a rectangle is 210 m. It is 7 m longer than it is
wide. How long is it?
n
1 dimer worth $15 75 How many of each
1,
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