University:
Missouri State University
Course:
MTH 136 | Precalculus 1
Academic year:

2019
Views:

378

Pages:

2
Author:

Nomes67i

The Meaning Of Logarithms Name Young Key Date Period Rewrite each equation in exponential form. 1) log_6(36) = 2 2) log 2 theta9 17 = 1/2 6 ^ 2 = 36 289 ^ (1 / z) = 17 3) log_14(1/196) = - 2 4) log_3(81) = 4 14 ^ - 2 = 1/196 3 ^ prime prime =81 Rewrite each equation in logarithmic form. 5) 64 ^ (1/2) = 8 6) 12 ^ 2 = 144 log 4o41 8 = 1/2 log_12(144) = 2 9 ^ - 2 = 1/81 (1/12) ^ 2 = 1/144 log_q(1/81) = - 2 log_72(1/144) = 2 Rewrite each equation in exponential form. 9) log_nu(15/16) = nu 10) log_v(u) = 4 u ^ x = 15/16 y ^ 4 = y 11) log_(7/4)(x) = y 12) log_z(v) = u (7/4) ^ 7 = x 2 deg = N 13) log_a(v) = - 16 14) log_1(x) = - 8 u ^ - 16 = y 1 ^ - 3 - x Rewrite each equation in logarithmic form. 15) mu ^ - 14 = nu 16) \mathfrak{g} ^ h = \mathfrak{a} log_4(v) = - 14 log_epsilon(a) = b -1- 17) (1/5) ^ x = y 18) 6 ^ y = x log_6(x) = y 19) 9 ^ 9 = x loga X=14 20) b' = 123 o*g_{6} * 123 = a Evaluate ench expression. 21) Ing, 64 3 4-64 22) log, 216 6216 23) log 16 47:16 12 24) log3 1 243-5 z = 1/243 25) log, 125 6-125 26) log, 4 27-4 2 27) log 3437 37 (cubered) 28) log, 16 27-16 に 29) 10844 t * c ^ (4 ^ 2) = 4 (roucreon) 1 30) 10g 216 2216 6 3 Simplify each expression. Properties 31) 12144 144 33),72 72 32) 17 34) 9, 20 (320910 (30+20=20=400)