Solved

Find an Approximation for the Area Under the Curve Y

Question 112

Multiple Choice

Find an approximation for the area under the curve y = 1 - Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve?


A) (a) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < , (b) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < ; Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < < area under curve < Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve <
B) (a) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < , (b) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < ; Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < < area under curve < Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve <
C) (a) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < , (b) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < ; Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < < area under curve < Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve <
D) (a) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < , (b) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < ; Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < < area under curve < Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve <
E) (a) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < , (b) Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < ; Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve < < area under curve < Find an approximation for the area under the curve y = 1 - and above the x-axis fromx = 0 to x = 1 using a sum of areas of four rectangles each having width 1/4 and (a) tops lying under the curve, or (b) tops lying above the curve. What does this tell you about the actual area under the curve? A) (a) , (b) ; < area under curve < B) (a) , (b) ; < area under curve < C) (a) , (b) ; < area under curve < D) (a) , (b) ; < area under curve < E) (a) , (b) ; < area under curve <

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q107: If f(x) is an even function and

Q108: Compute the integral <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Compute the

Q109: What values of a and b,

Q110: Find the area of the region bounded

Q111: Evaluate <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Evaluate dx

Q113: Evaluate the definite integral <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Evaluate

Q114: Evaluate the integral <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Evaluate the

Q115: Write sigma notation of 4 - 9

Q116: Express <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Express dx

Q117: Evaluate <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB9661/.jpg" alt="Evaluate dx."