When does the second heart sound occur in the ventricular pressure-volume relationship?

Biology
When does the second heart sound occur in the ventricular pressure-volume relationship?

ScanSolve AI Answer

Answer

7000

Question 1

Step 1: Determine the stroke volume (SV) from the pressure-volume diagram.
SV is the difference between end-diastolic volume (EDV at point B) and end-systolic volume (ESV at point A).
From the diagram:
ESV=50 mL,EDV=150 mLESV = 50~mL, \quad EDV = 150~mL
SV=EDVESV=150 mL50 mL=100 mL/beatSV = EDV - ESV = 150~mL - 50~mL = 100~mL/beat

Step 2: Calculate cardiac output (CO).
Heart rate (HR) = 70 beats/min70~\mathrm{beats/min}.
CO=SV×HR=100 mL/beat×70 beats/min=7000 mL/minCO = SV \times HR = 100~mL/beat \times 70~beats/min = 7000~mL/min

Answer: 7000 mL/min (E)
7000

Question 2
The second heart sound (S2) is caused by closure of the aortic valve at the end of ejection (point D) and start of isovolumetric relaxation.
This occurs between point D and point A.

Answer: Between point D and point A (D)
D

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Quick Answer

Question 1 Step 1: Determine the stroke volume (SV) from the pressure-volume diagram.

When does the second heart sound occur in the ventricular pressure-volume relationship?
Biology

This biology question covers important biological concepts and processes. The step-by-step explanation below helps you understand the underlying mechanisms and reasoning.

ScanSolve AI Answer
Question 1 Step 1: Determine the stroke volume (SV) from the pressure-volume diagram. SV is the difference between end-diastolic volume (EDV at point B) and end-systolic volume (ESV at point A). From the diagram: ESV = 50~mL, EDV = 150~mL SV = EDV - ESV = 150~mL - 50~mL = 100~mL/beat Step 2: Calculate cardiac output (CO). Heart rate (HR) = 70~beats/min. CO = SV × HR = 100~mL/beat × 70~beats/min = 7000~mL/min Answer: 7000 mL/min (E) 7000 Question 2 The second heart sound (S2) is caused by closure of the aortic valve at the end of ejection (point D) and start of isovolumetric relaxation. This occurs between point D and point A. Answer: Between point D and point A (D) D