Water boils as 100 C (degrees Celsius) which is 212 F (degrees Fahrenheit) and freezes at...

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Water boils as 100° C (degrees Celsius) which is 212° F (degrees Fahrenheit) and freezes at 0° C which is 32° F. Let x denote the temperature of an object in: F and y the temperature of the same object in : C. (a) Express x in terms of y. x(y)= °F (b) Express y in terms of x. °C y(x)= (c) Use (b) to convert 70° F into Celsius. C (d) Use (a) to convert your answer to (c) back into Fahrenheit. 'F (e) What temperature is the same in both Celsius and Fahrenheit? For each of the values of h given, when x is increased from 1 to 1 + h, work out the change in x² h h = 1 h = .001 h = .1 h = .01 If you have 350 in the bank but your bank balance shows 357 what is the percentage error? Do not put a minus sign. % Split the following up into logs of single variables combined with +,-,X. The problems have all been partially done below. Some spaces should perhaps be left blank. The rest should be filled in with whatever is necessary. Write I in all spaces if that problem is impossible. a)log (x x y) = log (x) + b)log (x4 x ⁹) = c)log (√x) = 2 log (x) log (x) d)log (x + y) = log (x) log (y) log (y) e)log (x x log (y)) = log (x) log( log (y) ) i) (a + 7) log (1) = LOG( 1 k) ax log (7) - bx log (7) = LOG( a log(7) - blog (7) Water boils as 100° C (degrees Celsius) which is 212° F (degrees Fahrenheit) and freezes at 0° C which is 32° F. Let x denote the temperature of an object in: F and y the temperature of the same object in : C. (a) Express x in terms of y. x(y)= °F (b) Express y in terms of x. °C y(x)= (c) Use (b) to convert 70° F into Celsius. C (d) Use (a) to convert your answer to (c) back into Fahrenheit. 'F (e) What temperature is the same in both Celsius and Fahrenheit? For each of the values of h given, when x is increased from 1 to 1 + h, work out the change in x² h h = 1 h = .001 h = .1 h = .01 If you have 350 in the bank but your bank balance shows 357 what is the percentage error? Do not put a minus sign. % Split the following up into logs of single variables combined with +,-,X. The problems have all been partially done below. Some spaces should perhaps be left blank. The rest should be filled in with whatever is necessary. Write I in all spaces if that problem is impossible. a)log (x x y) = log (x) + b)log (x4 x ⁹) = c)log (√x) = 2 log (x) log (x) d)log (x + y) = log (x) log (y) log (y) e)log (x x log (y)) = log (x) log( log (y) ) i) (a + 7) log (1) = LOG( 1 k) ax log (7) - bx log (7) = LOG( a log(7) - blog (7)

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