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Solve equation 3* e4x-1 = 5 for x giving your answer in the form of a, b, c and d are integer constants. b) c) Write down the values of a, b, c and d.. b = a = log3 (8) - 3 log, (t) = 3 t= C= Solve the following logarithm equation, give your answer as a fraction, not involving a logarithm. d = y = Solve for x and y, the following system of simultaneous equations. 2 ln(x) = ln(y) + In(5) ex ey = e³ Give your answers correct to 2 deicmal places. a+ln(b) c+ln(d) , where

Solve equation 3* e4x-1 = 5 for x giving your answer in the form of a, b, c and d are integer constants. b) c) Write down the values of a, b, c and d.. b = a = log3 (8) - 3 log, (t) = 3 t= C= Solve the following logarithm equation, give your answer as a fraction, not involving a logarithm. d = y = Solve for x and y, the following system of simultaneous equations. 2 ln(x) = ln(y) + In(5) ex ey = e³ Give your answers correct to 2 deicmal places. a+ln(b) c+ln(d) , where

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Solve equation 3* e4x−1 = 5 for x giving your answer in the form of a, b, c and d are integer constants. a) Write down the values of a, b, c and d. , b = b) c) a = log3 (8) - 3 log3 (t) = 3 t= Solve the following logarithm equation, give your answer as a fraction, not involving a logarithm. , C = X= d= Solve for x and y, the following system of simultaneous equations. 2 ln(x) = ln(y) + ln(5) exey = e³ Give your answers correct to 2 deicmal places. y = a+ln(b) c+ln(d) " where
Transcribed Image Text:Solve equation 3* e4x−1 = 5 for x giving your answer in the form of a, b, c and d are integer constants. a) Write down the values of a, b, c and d. , b = b) c) a = log3 (8) - 3 log3 (t) = 3 t= Solve the following logarithm equation, give your answer as a fraction, not involving a logarithm. , C = X= d= Solve for x and y, the following system of simultaneous equations. 2 ln(x) = ln(y) + ln(5) exey = e³ Give your answers correct to 2 deicmal places. y = a+ln(b) c+ln(d) " where
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