13321 results.
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Question in Mathematics for Geosciences
This question will help you understand and calculate various statistical concepts like mean, median, variance etc.
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Question in Mathematics for Geosciences
A question to practise the following skills in the context of Earth Sciences:
- graph-reading skills
- using a graph to find the equation of a line
- used adpative marking
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Question in Mathematics for Geosciences
This exercise will help you solve questions based on subduction zones using the Cosine rule.
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Question in Bill's workspace
Using Jsxgraph to draw the vector field for a differential equation of the form $\frac{dy}{dx}=f(x,y)=\sin(x-y)$, and also by moving the point $(x_0,y_0)$ you can see the solution curves going through that point.
If you want to modify $f(x,y)$ simply change the definition of $f(x,y)$ and that of the variable str in the user defined function testfield in Extensions and scripts. You have to use javascript notation for functions and powers in the definition of $f(x,y)$.
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Question in Mathematics for Geosciences
Use Sine rule and Cosine rule to solve a Geometry problem in geology.
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Question in Mathematics for Geosciences
Apply partial diffenetiation in a geology problem.
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Question in Mathematics for Geosciences
Perform basic operations with 2x2 matrices - addition, subtraction, multiplication by scalar, matrix multiplication, determinant, transpose
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Question in Mathematics for Geosciences
This question is application of integration in geology using the concept of summation.
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Question in 1010ENG/1201SCG Complex numbers
Calculating complex numbers raised to an natural number exponent
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Question in 1010ENG/1201SCG Complex numbers
Calculating the square root of a complex number using De Moivre.
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Question in Bill's workspace
Newton-Raphson numerical method question to solve $g(x)=0$
Includes a graph of the function $g(x)$ in Advice using Jsxgraph.
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Question in David's workspace
Solving quadratic equations using a formula,
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Question in STAT6012 Maths and Stats for Marketing
A student selects a card from a deck of 52 and rolls a dice once.
rebelmaths
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Question in MATH6006 Integration
Simple Definite Integrals
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Question in MATH6006 Integration
Simple Definite Integrals
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Question in MATH6006 Integration
Simple Definite Integrals
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Question in MATH6006 Integration
Simple Definite Integrals
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Question in MATH6006 Integration
Simple Definite Integrals
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Question in Getallenleer 1e jaar
Ask for the square of each number from 0 to 15, in random order.
The shuffle function puts a list in random order.
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Exam (12 questions) in Denis's workspace
Questions on integration using various methods such as parts, substitution, trig identities and partial fractions.
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Question in Complex numbers
Calculate the cube roots of a complex number using De Moivre.
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Question in Complex numbers
Calculating the square root of a complex number using De Moivre.
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Question in Complex numbers
Calculating complex numbers raised to an natural number exponent
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Question in Complex numbers
Euler's identity \(e^{j\theta}=cos(\theta)+jsin(\theta)\)
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Question in Complex numbers
modulus & argument of a complex number
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Question in Complex numbers
Complex number multiplication & division
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Exam (6 questions) in Kieran's workspace
Differential equations.
rebelmaths
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Question in Kieran's workspace
Find the solution of $\displaystyle \frac{dy}{dx}=\frac{1+y^2}{a+bx}$ which satisfies $y(1)=c$
rebelmaths
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Exam (5 questions) in Andrew's workspace
Quiz to assess matrix addition, subtraction, multiplication and multiplication by scalar, determinants and inverses, solving a system of simultaneous equations.
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Question in Bill's workspace
Using Jsxgraph to draw the vector field for a differential equation of the form $\frac{dy}{dx}=f(x,y)=x^3-y^3$, and also by moving the point $(x_0,y_0)$ you can see the solution curves going through that point.
If you want to modify $f(x,y)$ simply change the definition of $f(x,y)$ and that of the variable str in the user defined function testfield in Extensions and scripts. You have to use javascript notation for functions and powers in the definition of $f(x,y)$.