First Lessons: Intellectual Arithmetic Upon the Inductive Method of Instruction |
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Σελίδα 4
They are more difficult in themselves , for the learner does not see their use ; and therefore does not so readily understand the question But questions of a practical kind , if judiciously chosen , show at once what the combination is ...
They are more difficult in themselves , for the learner does not see their use ; and therefore does not so readily understand the question But questions of a practical kind , if judiciously chosen , show at once what the combination is ...
Σελίδα 5
The numbers are small , and the questions so simple , that almost any child of five or six years old is capable of understabding more than half the book , and those of seven or eight years old can understand the whole of it .
The numbers are small , and the questions so simple , that almost any child of five or six years old is capable of understabding more than half the book , and those of seven or eight years old can understand the whole of it .
Σελίδα 6
The examples are so arranged , that almost any child of six or seven years old will readily comprehend them . And the questions are asked in such a manner , that , if the instructer pursues the method explained in the Key , it will be ...
The examples are so arranged , that almost any child of six or seven years old will readily comprehend them . And the questions are asked in such a manner , that , if the instructer pursues the method explained in the Key , it will be ...
Σελίδα 7
He will not , however , be able to solve questions in which it is necessary to take fractional parts of unity , though the principles are the same . After section sixth , there is a collection of miscellaneous examples , in which are ...
He will not , however , be able to solve questions in which it is necessary to take fractional parts of unity , though the principles are the same . After section sixth , there is a collection of miscellaneous examples , in which are ...
Σελίδα 9
If he is fortunate enough to discover any such analogy , he finds what rule to apply , and if he has not been deceived in tracing the analogy , he will probably solve the question . His knowledge of the principles of his rules , is so ...
If he is fortunate enough to discover any such analogy , he finds what rule to apply , and if he has not been deceived in tracing the analogy , he will probably solve the question . His knowledge of the principles of his rules , is so ...
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added answer apples barrel cost barrel of flour bought build bushels bushels of wheat called cents apiece cloth cost common contained corn cost 2 dollars count denominator divided division dollars dollars a yard eight eighteen Eleven equal examples explained farthings feet fifteen fifths five four Fourteen fourths fractions gain gallon gave give given half halves horses hundred weight instructer interest lars less manner miles months multiplication nails nine Nineteen ninths operations oranges paid pence perform persons piece pints plate pole pound practical principles pupil quart quarters questions Reduce rods serve seven Seventeen sevenths sheep shillings shows Sixteen sixths sold square tell tenths thing third Thirteen twelve twenty week whole wine worth yards cost yards of cloth