Popular Mathematics, being the first elements of arithmetic, algebra and geometry in their relations and usesOrr and Smith, 1836 - 496 σελίδες |
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Σελίδα xv
... Roots of Numbers The Cube Roots of Numbers 329 340 Tables Notation Logarithmic Operations SECTION XV . ARITHMETIC OF EXPONENTS - LOGARITHMS 347 363 367 373 SECTION XVI . INTERSECTIONS OF LINES AND CIRCLES 375 xvi CONTENTS . SECTION XVII ...
... Roots of Numbers The Cube Roots of Numbers 329 340 Tables Notation Logarithmic Operations SECTION XV . ARITHMETIC OF EXPONENTS - LOGARITHMS 347 363 367 373 SECTION XVI . INTERSECTIONS OF LINES AND CIRCLES 375 xvi CONTENTS . SECTION XVII ...
Σελίδα 32
... root , or ratio ; that is , the relation of any one term , or place , to the one next it , is ten . But we must understand that it is not the number ten counted in individual ones , as we count when we wish to know " how many ; " it is ...
... root , or ratio ; that is , the relation of any one term , or place , to the one next it , is ten . But we must understand that it is not the number ten counted in individual ones , as we count when we wish to know " how many ; " it is ...
Σελίδα 282
... ticularly explained in the section on the powers of quantities . The rules expressed in words are as follow : -To find the mean proportional , take the square root of the product of the COMPOUND RATIOS OR PROPORTIONS . 283 extremes ; and ...
... ticularly explained in the section on the powers of quantities . The rules expressed in words are as follow : -To find the mean proportional , take the square root of the product of the COMPOUND RATIOS OR PROPORTIONS . 283 extremes ; and ...
Σελίδα 285
... root , and is ratio is asub - duplicate ratio ; and the inverse of a triplicate called a ratio of the cube - root , which is called a sub - triplicate ratio . The compound ratios which we have now explained are un- derstood to be among ...
... root , and is ratio is asub - duplicate ratio ; and the inverse of a triplicate called a ratio of the cube - root , which is called a sub - triplicate ratio . The compound ratios which we have now explained are un- derstood to be among ...
Σελίδα 300
... unaltered amid all the changes , be they ever so many . 2. Ratios are equal , if the product of the first term of the first , and second term of the second , is equal to the product of POWERS AND ROOTS . 301 the second term of the.
... unaltered amid all the changes , be they ever so many . 2. Ratios are equal , if the product of the first term of the first , and second term of the second , is equal to the product of POWERS AND ROOTS . 301 the second term of the.
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Popular Mathematics: Being the First Elements of Arithmetic, Algebra, and ... Robert Mudie Δεν υπάρχει διαθέσιμη προεπισκόπηση - 2017 |
Συχνά εμφανιζόμενοι όροι και φράσεις
Algebra angular space answering apply bisects called centre circle circumference co-efficients compound quantity consequently considered consists contain cube root decimal point denominator difference divided dividend division divisor drawn equi-multiples Euclid's Elements evident exactly equal exponent expressed factors follows four fraction geometrical given greater hand figure hypotenuse inclination instance integer number interior angles kind least common multiple less letters logarithm magnitude mathematical means measure meet metical multiplicand multiplier natural numbers necessary notion number of figures obtained operation opposite parallel parallelogram particular performed perpendicular plane position principle proportion quotient radius ratio rectangle relation remaining result right angles round a point RULE OF THREE salient angle scale of numbers second term segment sides simple solid space round square root stand straight line subtraction surface taken third tion triangle truth unit's place whole