can someone help me by explaiining how to divide this (6 * 10^-3)(7*10^5) / 3 * 10^-4
G Guest Guest Nov 7, 2005 #1 can someone help me by explaiining how to divide this (6 * 10^-3)(7*10^5) / 3 * 10^-4
G Guest Guest Nov 7, 2005 #2 (6 * 10^-3)(7*10^5) / 3 * 10^-4 (6 x 7) /3 ........ (10^3 x 10^5)/(10^4) 14 (14)............(10^(3+5-4)) 14 x 10^4
(6 * 10^-3)(7*10^5) / 3 * 10^-4 (6 x 7) /3 ........ (10^3 x 10^5)/(10^4) 14 (14)............(10^(3+5-4)) 14 x 10^4
S soroban Elite Member Joined Jan 28, 2005 Messages 5,586 Nov 7, 2005 #3 Hello, CARIRAMOS! Can someone help me by explaiining how to divide this (6∙10−3)(7∙105)3∙10−4\displaystyle \frac{(6\bullet10^{-3})(7\bullet10^5)}{3\bullet10^{-4}}3∙10−4(6∙10−3)(7∙105) Click to expand... The "numerical" part is: .6∙73 = 14\displaystyle \frac{6\bullet7}{3}\,=\,1436∙7=14 The "exponential" part is: .10−3∙10510−4 = 10−3+5−(−4) = 106\displaystyle \frac{10^{-3}\bullet10^5}{10^{-4}} \;= \;10^{-3 +5-(-4)}\;=\;10^610−410−3∙105=10−3+5−(−4)=106 The answer is: . 14∙106 or 1.4∙107\displaystyle 14\bullet10^6\;\text{ or }\;1.4\bullet10^714∙106 or 1.4∙107
Hello, CARIRAMOS! Can someone help me by explaiining how to divide this (6∙10−3)(7∙105)3∙10−4\displaystyle \frac{(6\bullet10^{-3})(7\bullet10^5)}{3\bullet10^{-4}}3∙10−4(6∙10−3)(7∙105) Click to expand... The "numerical" part is: .6∙73 = 14\displaystyle \frac{6\bullet7}{3}\,=\,1436∙7=14 The "exponential" part is: .10−3∙10510−4 = 10−3+5−(−4) = 106\displaystyle \frac{10^{-3}\bullet10^5}{10^{-4}} \;= \;10^{-3 +5-(-4)}\;=\;10^610−410−3∙105=10−3+5−(−4)=106 The answer is: . 14∙106 or 1.4∙107\displaystyle 14\bullet10^6\;\text{ or }\;1.4\bullet10^714∙106 or 1.4∙107
G Guest Guest Nov 7, 2005 #4 oops, lost your negative sign (14)............(10^(-3+5-(-4) ) ) (14) ........(10^( 6 )) 14 x 10^( 6 ) or 1.4 x 10^7
oops, lost your negative sign (14)............(10^(-3+5-(-4) ) ) (14) ........(10^( 6 )) 14 x 10^( 6 ) or 1.4 x 10^7