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01 / 10 / 2021

PRESENTATION ON A MATHS PHENOMENON Time limit – 5 minute video presentation.
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01 / 10 / 2021

Let F(x,y,z) = (y,−3x,y z) and G = ∇×F. Calculate the surface integral I =RRS G·ˆ
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01 / 10 / 2021

THE WORLD OF MATHS Essay - 1500 words. ASSESSMENT OVERVIEW This assessment requires you
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01 / 10 / 2021

a) Obtain the Taylor polynomial P5(x), of degree 5, about x0 = 0, of the function f(x) = 0.5e2x.

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01 / 10 / 2021

Question 1. (a) Find the magnitude of the vector w~ =~ i + 3~ j −~ k.

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01 / 10 / 2021

1. Let w1 = 1 +√3i and w2 = 1−i. (a) Write w1 and w2 in polar form.
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01 / 10 / 2021

University of Plymouth Module Leader Kasia Brys Format
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01 / 10 / 2021

Solve the following by separation of variables:
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01 / 10 / 2021

Ted and Alice are working on some problems which involve representing systems of forces represented by vectors.
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01 / 10 / 2021

Question 1 (a) Let A =µ3 1 4 2¶B =µ−1 1 2 −2¶and C =  1 2 −1 3 −2 1 
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01 / 10 / 2021

(a) from (0,0) to (1,2) along
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01 / 10 / 2021

1) Standard dice have 6 sides, and each side is equally likely to be rolled. If you roll two
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01 / 10 / 2021

(a) Show the sample space.

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01 / 10 / 2021

1) Extract a set of 15 orders from the set of 100 orders using the last four digits of your student ID number as the starting seed.

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