Explain how the formula for the area of a trapezoid can be found by using the...
4.2.47-GC Question Help The exact area of a semicircle of radius r can be found using the formula A-x. Approximate the area under the graph of fx)- 16-x2 using 10 rectangles. Compare the approximation with the exact area Note that most calculators do not show entire semicircles. Use the left endpoints to find the height of the rectangles The approximate area is Round the final answer to the nearest hundredth. Round all intermediate values to the nearest thousandth.) 4.2.47-GC Question...
erimete 839 Math Activity 12.3 MATH ACTIVITY 12.3 Enlargements with Pattern Blocks Materials: Pattern Blocks in the Manipulative Kit or Virtual Manipulatives Virtual Manipulatives Purpose: Construct similar patten block figures and explore the effects of scaling. 1. The single trapezoid (red) at the left below is similar to the large trapezoid below it, which is formed with six pattern blocks. a. One condition for similarity is that ratios of the lengths of corresponding sides of two figures are equal. What...
Can someone please explain or post the formula for how this answer is found? Apparently there is a way to avoid doing integration by parts here, but I'm not sure how. * - * = ۶ ز= [8] = n
Write a JavaScript program to calculate Area of a trapezoid Equation: Area = (top side + bottom side) * height / 2 1. Use prompt() function to take top side, bottom side, and height values from user 2. For validation, if user did not put in a number, your program must send out 3. "Input must be number" error message using alert() function. 4. If user put in all numbers, use alert() function to output correct answer
Write a JavaScript program to calculate Area of a trapezoid Equation: Area = (top side + bottom side) * height / 2 1. Use prompt() function to take top side, bottom side, and height values from user 2. For validation, if user did not put in a number, your program must send out 3. "Input must be number" error message using alert() function. 4. If user put in all numbers, use alert() function to output correct answer
Complete the proof for proving that the diagonals of an isosceles trapezoid are congruent 19 Given: Trapezoid EFGH with FE = GH F-b, c) G(b, c) Prove: EG = HF E(-a, 0) 01 H(a,0) Proof: By the Distance Formula, EG = a. ? and HF = b._? By the transitive property of congruence, EG = HF. Therefore, EG = HF by the definition of congruence. Fill in the blank for space a. Proof: By the Distance Formula, EG = a....
can you explain this quetions for me plz 1. How is area trapped between two curves different than the signed area under a function? 1. There is an essential difference, but they are otherwise the same and quite similar. 2. In the definition of Area of a Region Between Two Curves, the assumption is that g (z) sf(a) on the interval la,b-but what if this is not the case? What can you do? 3. In the remark following example 4,...
Using n=6 approximate the value of ∫_(-1)^2▒√(e^(-x^2 )+1) dx using Trapezoid rule. (6) Using n 6 approximate the value of L3 Ve-x2 + 1 dx using Trapezoid rule. 15Marks
Area accumulation functions an introduction Given a function f(r), we create a new function F) by evaluating how much area is accumalated under f(x) 1. Example (a) Define F(f(t) dt. Evaluate the following: F(0) = F(2) F(-1) (b) Shade in and find the area represented by F(3) - F(1). (c) Find a formula for F(r) between0 and 1 (d) Give two values at which Fr)-0. (Hint: assume the graph continues to the right.) (e) Which is larger: F(3) or F(4)?...
I need help with this. Thanks. Write a program in assemble to calculate the area of a trapezoid of the following parameters. - shorter side a=3, - longer side b=7, - height h=4. result= (a+b)/2 x h the whole code is not required. Just show how you would declare all variables that you would need to calculate the area of trapezoid (a, b, h).