answer the following

W Q 7. Use the exponential form to solve for x. log, (log, (x - 1) ) = 2 O x=3 O x = 82 O x = 13 O x= 513 Q :. Select the inverse of the function. y = 4* O y= Wx O y= x O y= log, (x) O y = log, (4)Q 3. Select the inverse of the function. y = log, (x) O y= 9x O y=x O y= 9' O y = Q 4. Solve for *, rounding to the nearest integer if necessary. Fully justify your response by showing all algebraic steps. log (27) = log (3) B i U Font Family AVA DE E E . @GO .All changes saved W Q 5. Express in exponential form. log ( P ) = q O q' = a O a' = p O p = q O a' = q Q 6. What is the exact value of x in the exponential equation -3 +e" = 13 O In(16) X = 2 O x = In 13 2 O In(13) X= 2 O x = In(8)Q 1. If log, (16x) = 7, then the value of x is: O x = 28 O x= 2* O x=2' O x =2' Q 2. Change from logarithmic form to exponential form y = ab*. 109 = x O y = = ( 5 ) O y = 2.5' O y= 5. 2* O y = = ( 2 ) 'All changes saved Q 9. Change from exponential form to logarithmic form. r = s(t)' O log, (st) = r O log = P O log, = P O log , ( pt ) =r Q 10. Solve for a. log, (4096) = 2 O a = 16 O a=8 O a = 64 O a=4