Binomial Theorem and Logarithms: For the Use of the Midshipmen at the Naval School, PhiladelphiaPerkins & Purves, 1843 - 92 páginas |
No interior do livro
Resultados 1-5 de 99
Página 2
... Significant Figures The uncertainty in experimental or calculated values is indicated by mentioning the number of significant figures. Significant figures are meaningful digits which are known with certainty. The uncertainty is ...
... Significant Figures The uncertainty in experimental or calculated values is indicated by mentioning the number of significant figures. Significant figures are meaningful digits which are known with certainty. The uncertainty is ...
Página
... Significant. figures. Practical work leads to various types of calculation, many of which require the use of significant figures. You may find it useful to refer back to this section when you are trying questions later in the book.
... Significant. figures. Practical work leads to various types of calculation, many of which require the use of significant figures. You may find it useful to refer back to this section when you are trying questions later in the book.
Página 1
... significant figures of the hyperbolic sine , cosine , and tangent through the range from x = 2.000 to x5.000 with a tabular interval of 0.001 in the argument . From x = = 5.00 to x = - 12.00 Gudermann's tables give logarithms to ten ...
... significant figures of the hyperbolic sine , cosine , and tangent through the range from x = 2.000 to x5.000 with a tabular interval of 0.001 in the argument . From x = = 5.00 to x = - 12.00 Gudermann's tables give logarithms to ten ...
Página 2
... SIGNIFICANT. FIGURES. OF. DIGITS. The figures which are used in representing a number are called significant figures or digits. Thus, 1, 2, 3, ..., 9 are significant digits and 0 is a significant figure or digit if it lies between two ...
... SIGNIFICANT. FIGURES. OF. DIGITS. The figures which are used in representing a number are called significant figures or digits. Thus, 1, 2, 3, ..., 9 are significant digits and 0 is a significant figure or digit if it lies between two ...
Página 10
Pilots . The main factor of pilot variability was highly significant . Figure 23 presents the mean rms pitch input for each pilot . Display condition . The display condition fac- tor was highly significant . Figure 24 presents the mean ...
Pilots . The main factor of pilot variability was highly significant . Figure 23 presents the mean rms pitch input for each pilot . Display condition . The display condition fac- tor was highly significant . Figure 24 presents the mean ...
Outras edições - Ver tudo
Binomial Theorem and Logarithms: For the Use of the Midshipmen At the Naval ... William Chauvenet Pré-visualização limitada - 2024 |
Binomial Theorem and Logarithms: For the Use of the Midshipmen At the Naval ... William Chauvenet Pré-visualização limitada - 2024 |
Binomial Theorem and Logarithms: For the Use of the Midshipmen at the Naval ... William Chauvenet Pré-visualização indisponível - 2017 |
Palavras e frases frequentes
2n³ 3n³ 3d power 3d root 4th power 4th root Algebra anti-logarithms approximate ax=b binomial theorem Briggs calculation CHAPTER common logarithms compute convenient convergent cube root decimal fraction decimal point denominator example exponential equation express the value find log find the square find the value finite number formula becomes fractional exponents given logarithm given number Hence Hutton indefinitely small infinite series integral exponents involution and evolution log.b loga m+1)th term manner method modulus multiply naperian logarithm Newton number is equal number of terms obtain places of decimals positive integer power of a+b power or root powers and roots prime numbers quantity reciprocal rithms root of a³ significant figure square root succeeding terms system of logarithms system whose base uneven unit's place unity values substituted whence
Passagens conhecidas
Página 50 - The logarithm of any power of a number is equal to the logarithm of the number multiplied by the exponent of the power.
Página 49 - The logarithm of the product of two or more numbers is equal to the sum of the logarithms of those numbers.
Página 61 - The fourth term is found by multiplying the second and third terms together and dividing by the first § 14O.
Página 50 - The logarithm of the quotient of two numbers is equal to the logarithm of the dividend minus the logarithm of the divisor.
Página 19 - Cxz+, etc.=A'+B'x+C'z2 + , etc., must be satisfied for each and every value given to x, then the coefficients of the like powers of x in the two members are equal each to each.
Página 74 - The logarithm of a number in any system is equal to the Naperian logarithm of that number multiplied by the modulus of the system.
Página 49 - Corollary. When the base is less than unity, it follows, from art. 3, that the logarithms of all numbers greater than unity are negative, while those of all numbers less than unity are positive. But when, as is almost always...
Página 55 - ... place, the characteristic being positive when this figure is to the left of the units' place, negative when it is to the right of the units' place, and zero when it is in the units
Página 27 - I have no doubt that he made the difcovery himfelf, without any light from Briggs, and that he thought it was new for all powers in general, as it was indeed for roots and quantities with fractional and irrational exponents.
Página 50 - Bee that to divide one number by another, we subtract the log. of the divisor from the log. of the dividend, and the remainder is the log.