Smart Assignments - Repository

Search by template name:

Search by keywords (use comma or blank as delimiter):

Pages: [1] [2] [3] [4] [5] [6] [7]
Name Uploaded Author
HCFTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find a highest common factor of two numbers
GravityTemplate 2009-06-30 Miljenovic, Ivan Lazar
Gravity Calculations using Python
GradientInterceptTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find the gradient and y-intercept of the line defined by ay+bx+c=0
GradientInterceptSimpleTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find the gradient and y-intercept of the line ay+bx+c=0
FunctionGraphsCompositeTemplate 2009-06-30 Kvyatkovskyy, Andriy
Match each of 8 equations with its corresponding graph. Up to 20 different types of equations are given
FuncEvalTemplate 2009-06-30 Miljenovic, Ivan Lazar
Evaluate the output of Python program containing functions
FractionTimesFractionTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find a product of two fractions
FractionSubtractFractionTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find a difference between two fractions
FractionsTemplate 2009-06-30 Zinchenko, Mykola
Evaluate an arithmetic expression with 4 fractions and brackets
FractionEquation3Template 2009-06-30 Kvyatkovskyy, Andriy
Find x if x=a/b +(-,*,/) c/d (x is not in fraction)
FractionEquation2Template 2009-06-30 Kvyatkovskyy, Andriy
Find x if a/bx+c=d (x in denominator)
FractionEquation1Template 2009-06-30 Kvyatkovskyy, Andriy
Find x if ax/b+c=d (x in numerator)
FractionDividedByFractionTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find a quotient of two fractions
FractionAddFractionTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find a sum of two fractions
FindXInSummationTemplate 2009-06-30 Kvyatkovskyy, Andriy
Find x if x is in expression, i.e. sum{i=lowboudn}^{upperbound} ax = c
FindXInSummation2Template 2009-06-30 Kvyatkovskyy, Andriy
Find x if x is a base of exponent in expression, i.e. sum{i=lowboudn}^{upperbound} x^i = c
ExponentialGrowthTemplate 2009-06-30 Miljenovic, Ivan Lazar
Write a Python program solving an exponential growth problem using Euler's method.
ExpandSummationTemplate 2009-06-30 Kvyatkovskyy, Andriy
Expand and simplify sum{i=lowboudn}^{upperbound} aix
Expand2Template 2009-06-30 Kvyatkovskyy, Andriy
Expand brackets in algebraic expression more complex than in Expand1Template (for instance, (ax+b)(cx+d) )
Expand1Template 2009-06-30 Kvyatkovskyy, Andriy
Expand brackets in simple algebraic expression (for example, ax(bx+c) or (bx+c)*ax or (c+bx)*ax, ax*(c+bx) )
Pages: [1] [2] [3] [4] [5] [6] [7]