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Find a value of the variable that shows that the two expressions are not equivalent. Answers may vary.
(a + 5)²; a² + 5²
For each function, find the specified function value, if it exists.
g (x) = - 3√(2x-1); g (0), g (-62), g (-13), g (63)
Problem on equalities - Starting with miles set up a single algebraic equation to give a result in kilometers
Use any method to solve the quadratic equations
An interesting method for solving quadratic equations came from India. The steps are-Move the constant term to the right side of the equation.
Determine whether this system has a unique solution, no solution, or infinitely many solutions. If a solution exists, write it down.
Create a rule such that f(x1,y2)=x2 and f(x2,y3) = x3. The rule must be such that after the sequence has been created, if you are given x3,y3,x2 and y1, then x1 and y2 can be determined i.e y2 = g(x2,x3)
solve the equation for x. state any restrictions on the variables.
the list gives the approximate population density for each state. choose intervals and make a frequency table. then
Determine whether these vectors are linearly independent or dependent.
prove the generalisation of the first part of this question: consider the set H of all solutions, x, of the equation x n =e for fixed integer n ≥1 in an abelian group, G with identity , e.
Let G be a group and let a,b be two elements of G. The conjugate of b by a is, by definition, the element . The centralizer of a, denoted by s the set of all elements g in G such that ga=ag.
Please give step by step instructions and name each step like triangular form, augmented matrix etc so I know when and what to do and can understand it. We are not using calculator so the steps need to be shown to the solution.
Describe the transformation that transforms the curve y = √x to the curve y = √(x-4). The curve y = √x is stretched by a scale factor of 5 parallel to the x-axis. State the equation of the transformed curve.
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