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Integrate (4e^-x)/3sqrd 1+3e^-x) using Trapezium rule with 6 intervals.
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there are lots of online integration calculators.
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use trapezium rule with 3 intervals to estimate the value of intergrating x=0 and x=3 squarerooting 1+xsquared
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Did you make your diagram? I read your question as estimating the definite integral of √(1+x^2)
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ABCD is a trapezium in which AB//DC and AB=70cm DC=50cm. If P and Q are respectively mid points of AD and BC. Find PQ and show
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I want the answer
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A trapezium PQRS is such that QR=4cm,PS=8cm angelPQR=105°angelSQR=135°QR//PS.if the height of the trapezium is 5cm use a ruler
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construct a 15° by bisecting a 60° angle twice. Now you can use that to make the 105° angle Note
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A trapezium has the parallel side of a length Xcm and (X-6)cm;the distance between the parallel lines is (X-3),if the area of
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since A = (b1+b2)/2*h, just solve (x + x-6)(x-3)/2 = 16 for x. Then the height is, as they said, x-3
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A trapezium measures 9.5cm (b1) 17cm (b2) & 6cm (h). Now, divide the trapezium into a rectangle & a triangle to find their
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To divide the trapezium into a rectangle and a triangle, we need to find the length of the
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Please can anyone help with the following problems - thanks.
1) Integrate X^4 e^x dx 2) Integrate Cos^5(x) dx 3) Integrate
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The integral becomes: ∫ cos^5(x) dx = ∫ (1-y^2)^2 dy Using the power rule for integration, we
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When using a grid to draw a portrait, how far apart should the lines be?
(1 point) Responses .25-inch intervals .25-inch
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The correct answer is: varying intervals.
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The longer base of an isosceles trapezium is 20 cm, its legs are 10cm. The legs of the trapezium are extended by 8 cm long to
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did you make a sketch? I have a large isosceles triangle containing your original trapezium The
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1. Find: of y= 2x^2-3/x+3
> Domain > Intercepts > Asymptote(s) > Positive intervals > Negative intervals > Decreasing intervals >
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I just did most of this for you. Did you even check? What are your thoughts on the parts still to
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Please do help solve the followings
1) Integrate e^4 dx 2) Integrate dx/sqrt(90^2-4x^2) 3) Integrate (e^x+x)^2(e^x+1) dx 4)
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Sure, let's solve these integrals step by step. 1) To integrate e^4 dx, we can simply treat e^4 as a
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