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 38
... opposite order , or from the last to the first , each is ten times the one below it : - · - 879456321 . 87945632.1 8794563.21 879456.321 87945.6321 8794.56321 879.456321 87.9456321 8.79456321 .879456321 EXPONENTIAL NUMBERS . 39 The ...
... opposite order , or from the last to the first , each is ten times the one below it : - · - 879456321 . 87945632.1 8794563.21 879456.321 87945.6321 8794.56321 879.456321 87.9456321 8.79456321 .879456321 EXPONENTIAL NUMBERS . 39 The ...
Σελίδα 44
... opposite each other . The operation of adding , and that of subtracting , are exactly the reverse of each other ; but the result of addition is not exactly the opposite of SUBTRACTION . 45 that of subtraction in all cases ,
... opposite each other . The operation of adding , and that of subtracting , are exactly the reverse of each other ; but the result of addition is not exactly the opposite of SUBTRACTION . 45 that of subtraction in all cases ,
Σελίδα 50
... opposite sides of which are equal in length , and which also measures the same both ways from corner to corner in the diagonal direction - one takes the length and the breadth , both in the same measure , and multiplies them together ...
... opposite sides of which are equal in length , and which also measures the same both ways from corner to corner in the diagonal direction - one takes the length and the breadth , both in the same measure , and multiplies them together ...
Σελίδα 52
... opposite faces and edges all equal to each other , and all its angles or corners equal , is called a parallelopiped , or rectangular prism . If the length , breadth , and thickness , which are called the three dimensions , are all ...
... opposite faces and edges all equal to each other , and all its angles or corners equal , is called a parallelopiped , or rectangular prism . If the length , breadth , and thickness , which are called the three dimensions , are all ...
Σελίδα 72
... opposite mean- ings , both equally applicable , if we do not know which of the quantities is the greater ; and so , if we have not the means of determining this , the fact of their being unequal can be of no use to us . But if we know ...
... opposite mean- ings , both equally applicable , if we do not know which of the quantities is the greater ; and so , if we have not the means of determining this , the fact of their being unequal can be of no use to us . But if we know ...
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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