1-111 In the hospital, your doctor orders 100. mg of medication per hour. The label on the IV bag reads 5.0 g/1000. mL. (a) How many mL should infuse each hour? (b) The IV administration set delivers 15 gtts/mL, where the unit gtts denotes drops of liquid as explained in Problem 1-5 1. The current drip rate is set to 10. gtts/min. Is this correct? If not, what is the correct drip rate?

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Answer 1

Textbook Question

Chapter 1, Problem 1.111P

1-111 In the hospital, your doctor orders 100. mg of medication per hour. The label on the IV bag reads 5.0 g/1000. mL.

(a) How many mL should infuse each hour?

(b) The IV administration set delivers 15 gtts/mL, where the unit gtts denotes drops of liquid as explained in Problem 1-5 1. The current drip rate is set to 10. gtts/min. Is this correct? If not, what is the correct drip rate?

Expert Solution

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

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Answer 2

Textbook Question

Chapter 1, Problem 1.111P

1-111 In the hospital, your doctor orders 100. mg of medication per hour. The label on the IV bag reads 5.0 g/1000. mL.

(a) How many mL should infuse each hour?

(b) The IV administration set delivers 15 gtts/mL, where the unit gtts denotes drops of liquid as explained in Problem 1-5 1. The current drip rate is set to 10. gtts/min. Is this correct? If not, what is the correct drip rate?

Expert Solution

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

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Answer 3

Textbook Question

Chapter 1, Problem 1.111P

1-111 In the hospital, your doctor orders 100. mg of medication per hour. The label on the IV bag reads 5.0 g/1000. mL.

(a) How many mL should infuse each hour?

(b) The IV administration set delivers 15 gtts/mL, where the unit gtts denotes drops of liquid as explained in Problem 1-5 1. The current drip rate is set to 10. gtts/min. Is this correct? If not, what is the correct drip rate?

Expert Solution

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

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Answer 4

Textbook Question

Chapter 1, Problem 1.111P

1-111 In the hospital, your doctor orders 100. mg of medication per hour. The label on the IV bag reads 5.0 g/1000. mL.

(a) How many mL should infuse each hour?

(b) The IV administration set delivers 15 gtts/mL, where the unit gtts denotes drops of liquid as explained in Problem 1-5 1. The current drip rate is set to 10. gtts/min. Is this correct? If not, what is the correct drip rate?

Expert Solution

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

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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

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

Answer 8

Expert Solution

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Answer 9

Expert Solution

Answer 10

Expert Solution

Answer 11

Expert Solution

Answer 12

Interpretation Introduction

(a)

Interpretation:

The amount of the medication in millilitre which is infused every hour should be identified.

Concept Introduction:

The relation between gram and milligram is as-

1 g= 1000 mg.

Answer 13

Answer to Problem 1.111P

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Answer 14

Explanation of Solution

Medication ordered by the doctor = 100.00 mg per hour.

The label of the Intravenous fluid reads = 5.0g/1000.mL.

1 g = 1000 mg.

5.0 g or 5000 mg is present in 1000 mL.

1 mg is present in.

=10005000=0.2

1 mL has 0.2 mL.

To administer 100.0 mg the volume of the liquid required,

=1000×1005000=20

To administer 100.0 mg the volume of the liquid required, is 20 mL.

Answer 15

Expert Solution

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

Answer 16

Expert Solution

Answer 17

Expert Solution

Answer 18

Expert Solution

Answer 19

Interpretation Introduction

(b)

Interpretation:

The flow rate of the Intravenous fluid is to be calculated along with whether the drop rate is correct or incorrect, if not the correct drop rate should be identified.

Concept Introduction:

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes.

Answer 20

Answer to Problem 1.111P

The correct drip rate is 5 gtts per minute.

Answer 21

Explanation of Solution

There is a specific rate by which the Intravenous fluid is given to the patients. This specific rate can be calculated as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

10 =(volume of tHe intravenOus Fluid in mL ×15) 1×60

volume of tHe intravenOus Fluid in mL=10×6015=40 mL

This is incorrect because this exceeds the required medicine as ordered by the doctor.

The correct rate is as-

FlOw rate in gtts/minute =(volume of tHe intravenOus Fluid in mL × DrOp FaCtOr in gtts /mL) Time in minutes

FlOw rate in gtts/minute =(20 × 15) 60 =5

The correct drip rate is 5 gtts per minute.

Answer 22

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Answer to Problem 1.111P

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Answer to Problem 1.111P

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