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Your search for "WA 0852 2611 9277 [[GLORION]] Harga Pembuatan Kitchen Set Bahan HPL di Verde Two Jakarta Selatan" returned 55 result(s)

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ACMGM084

investigate and solve practical problems to determine the shortest path between two vertices in a weighted graph (by trial-and-error methods only)

ACMSM005

determine and use the formulas for finding the number of elements in the union of two and the union of three sets.

ACMSM035

When two chords of a circle intersect, the product of the lengths of the intervals on one chord equals the product of the lengths of the intervals on the other chord

ACMSM060

establish geometric results by matrix multiplications; for example, show that the combined effect of two reflections in lines through the origin is a rotation.

ACMSM106

examine the position of two particles each described as a vector function of time, and determine if their paths cross or if the particles meet

ACMSM112

derive the Cartesian equation of a path given as a vector equation in two dimensions including ellipses and hyperbolas

ACMEM106

interpret different forms of two-dimensional representations of three-dimensional objects, including nets and perspective diagrams

implement the statistical investigation process to answer questions that involve identifying, analysing and describing associations between two categorical variables or between two numerical variables; for example, is there an association between attitude …

ACMEM126

interpret the point of intersection and other important features of given graphs of two linear functions drawn from practical contexts; for example, the ‘break-even’ point.

ACMEM139

describe the association between two numerical variables in terms of direction (positive/negative), form (linear/non-linear) and strength (strong/moderate/weak).

ACMGM053

describe an association between two numerical variables in terms of direction (positive/negative), form (linear/non-linear) and strength (strong/moderate/weak)

ACMMM045

use the notation \(\begin{pmatrix}n\\r\end{pmatrix}\) and the formula \(\begin{pmatrix}n\\r\end{pmatrix}=\frac{n!}{r!\left(n-r\right)!}\) for the number of combinations of \(r\) objects taken from a set of \(n\) distinct objects

ACMGM033

implement the statistical investigation process to answer questions that involve comparing the data for a numerical variable across two or more groups; for example, are Year 11 students the fittest in the school?

ACMGM035

determine the area of a triangle given two sides and an included angle by using the rule \(Area=\frac12ab\sin C\), or given three sides by using Heron’s rule, and solve related practical problems

ACMGM045

solve practical problems that involve finding the point of intersection of two straight-line graphs; for example, determining the break-even point where cost and revenue are represented by linear equations.