Solve 3 4 E + ( 18 − E ) = 2 1 4 E + 12 .

Question

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Answer 1

Textbook Question

Chapter 45, Problem 1A

Solve 3 4 E + ( 18 − E ) = 2 1 4 E + 12 .

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

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Answer 2

Textbook Question

Chapter 45, Problem 1A

Solve 3 4 E + ( 18 − E ) = 2 1 4 E + 12 .

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Textbook Question

Chapter 45, Problem 1A

Solve 3 4 E + ( 18 − E ) = 2 1 4 E + 12 .

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Textbook Question

Chapter 45, Problem 1A

Solve 3 4 E + ( 18 − E ) = 2 1 4 E + 12 .

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

Answer 8

Expert Solution & Answer

To determine

To solve the given equation.

Answer to Problem 1A

H=±2.885.

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}

Hence, solution of the equation will be given by-

E=225 .

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

To determine

To solve the given equation.

Answer 12

Answer to Problem 1A

H=±2.885.

Answer 13

Explanation of Solution

Given information:

The given equation is 34E+(18−E)=214E+12.

Calculation:

We have been given the equation as 34E+(18−E)=214E+12.

We will perform some basic mathematical operation to solve the given equation as below.

34E+(18−E)=214E+12⇒34E+18−E=94E+12 {Simplify}⇒34E−E−94E=12−18 {Bringing the variables on LHS} ⇒3E−4E−9E4=−6 {Taking LCD }⇒−10E4=−6 {Simplify}⇒10E4×4=6 ×4 {Multiplying by 4 on both sides}⇒10E=24⇒E=2410⇒E=125⇒E=225 {converting into mixed fraction}