The value of ∂ W C ∂ s , that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15 ∘ F together with a wind speed of 35 mph feels the same as an air temperature of − 7 ∘ F when there is no wind. The wind chill WC has been modeled by W C = 35.74 + 0.6215 t − 35.75 s 0.16 + 0.4275 t s 0.16 where s is the wind speed and t actual air temperature. Wind Speed (mph) Air Temperature ( ∘ F ) 35 25 15 5 − 5 − 15 − 25 5 31 19 7 − 5 − 16 − 28 − 40 15 25 13 0 − 13 − 26 − 39 − 51 25 23 9 − 4 − 17 − 31 − 44 − 58 35 21 7 − 7 − 21 − 34 − 48 − 62 45 19 5 − 9 − 23 − 37 − 51 − 65

Question

Want to see the full answer?

Answer 1

Question

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Students have asked these similar questions

Two cables tied together at C are loaded as shown. Given: Q = 130 lb. 8 30° C B Q 3 4 Draw the free-body diagram needed to determine the range of values of P for which both cables remain taut.

Cable AB is 103 ft long and the tension in the cable is 3900 lb. 56 ft A 50° 20° B x C Identify the angles 0.0, and 8, that define the direction of force. 1 By N 2 Match each of the options above to the items below. 142.1° 57.1° 73.3° 3 8.

In the given figure, P = 51 lb . 65° C 25° 35° 75 lb P Determine the corresponding magnitude of the resultant. The corresponding magnitude of the resultant is| lb.

Answer 2

Question

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 3

Question

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 4

Question

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 5

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Answer 6

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Answer 7

Chapter 14.2, Problem 55E

(a)

To determine

To calculate: The value of ∂WC∂s, that is, how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Answer 8

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Answer 9

(b)

To determine

To calculate: The value of ∂WC∂s when the temperature is 10∘F and the wind speed is 25 mph. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures and developed the concept of wind chill, which we hear reported during winter weather reports. In 2001, the National Weather Service introduced the new wind chill index given in the table. This new index is more accurate at measuring how cold it feels when it is windy. For example, the table shows that an air temperature of 15∘F together with a wind speed of 35 mph feels the same as an air temperature of −7∘F when there is no wind. The wind chill WC has been modeled by WC=35.74+0.6215t−35.75s0.16+0.4275ts0.16 where s is the wind speed and t actual air temperature. Interpret the answer.

Wind Speed (mph) Air Temperature (∘F)

35 25 15 5 −5 −15 −25

5 31 19 7 −5 −16 −28 −40

15 25 13 0 −13 −26 −39 −51

25 23 9 −4 −17 −31 −44 −58

35 21 7 −7 −21 −34 −48 −62

45 19 5 −9 −23 −37 −51 −65

Answer 10

Expert Solution & Answer

Answer 11

Expert Solution & Answer

Answer 12

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 13

Ch. 14.1 - CHECKPOINT 1. Find the domain of the function Ch. 14.1 - CHECKPOINT 2. (a) If . (b) If . Ch. 14.1 - Prob. 1E Ch. 14.1 - Prob. 2E Ch. 14.1 - Prob. 3E Ch. 14.1 - Prob. 4E Ch. 14.1 - Prob. 5E Ch. 14.1 - Prob. 6E Ch. 14.1 - Prob. 7E Ch. 14.1 - Prob. 8E

Solution Summary: The author explains how the wind chill temperature changes with wind speed. Dr. Paul Siple conducted studies testing the effect of wind on the formation of ice at various temperatures.

Concept explainers

Videos

Want to see the full answer?

Chapter 14 Solutions

Wind Speed (mph)	Air Temperature (∘F)
			35	25	15	5	−5	−15	−25
	5	31	19	7	−5	−16	−28	−40
	15	25	13	0	−13	−26	−39	−51
	25	23	9	−4	−17	−31	−44	−58
	35	21	7	−7	−21	−34	−48	−62
	45	19	5	−9	−23	−37	−51	−65