What is logarithmic functions mmg All Righes Resaveu May m he umpral, stmed, on duplncuted, in whule ut in part. Dne in crctrouic riglus, some third party creent may be suppressed from the ellook wid'orFunctions Defined on a Cartesian ProductDefine functions M: R x R- R and R: R × R -→ R × R as follows: For all orderedpairs (a, b) of integcrs,M(a, b) = ab andR(a, b) zz (-a, b).Then M is the multiplication function that sends each pair of real nuimbers to the productof the two, and R is the reflection function that sends ench point in the plane that corre-sponds to a pair of real numbers to the mirror image of the point across the vertical axis.Find the following:a. M(-1,--1)d. R(2, 5)b. M (. !)e. R(-2, 5)c. M(VZ, 2)f. R(3,-4)Solutiona. (-1)(-1) = |d. (-2, 5)b. (1/2)(1/2) = 1/4e. (--(-2), 5) = (2, 5)c. 2.2 = 2 ·.f. (-3, -4)Definition Logarithms ang Logarithmic FunctiorisLet b be a positive real number with b # 1, For each positive real number x, thelogarithm' with basė b' öfi, written log, x, is the exponent to which b must beraised to obtain x. Symbolicully.b = X.Jog, v =The logarithmic function with base b'is the function from R* to R that takes eachpositive réal number:x to log, x.ItL.pl- 7.1.8 The Logarithmic Fonction with Buse bFind the following:a. log, 9b. log, )c. logju(1)d. log2 (2") (1m is any real number)e. 2B2 " (n 0)mg An keh eden kes mul nalerially alleca de overall learning experiene. Cengage Leanting teserves the right to reimuve blitimal content al y time ubae rielasA SHOT ON OPPO

Question

What is logarithmic functions mmg All Righes Resaveu May m he umpral, stmed, on duplncuted, in whule ut in part. Dne in crctrouic riglus, some third party creent may be suppressed from the ellook wid'orFunctions Defined on a Cartesian ProductDefine functions M: R x R- R and R: R × R -→ R × R as follows: For all orderedpairs (a, b) of integcrs,M(a, b) = ab andR(a, b) zz (-a, b).Then M is the multiplication function that sends each pair of real nuimbers to the productof the two, and R is the reflection function that sends ench point in the plane that corre-sponds to a pair of real numbers to the mirror image of the point across the vertical axis.Find the following:a. M(-1,--1)d. R(2, 5)b. M (. !)e. R(-2, 5)c. M(VZ, 2)f. R(3,-4)Solutiona. (-1)(-1) = |d. (-2, 5)b. (1/2)(1/2) = 1/4e. (--(-2), 5) = (2, 5)c. 2.2 = 2 ·.f. (-3, -4)Definition Logarithms ang Logarithmic FunctiorisLet b be a positive real number with b # 1, For each positive real number x, thelogarithm' with basė b' öfi, written log, x, is the exponent to which b must beraised to obtain x. Symbolicully.b = X.Jog, v =The logarithmic function with base b'is the function from R* to R that takes eachpositive réal number:x to log, x.ItL.pl- 7.1.8 The Logarithmic Fonction with Buse bFind the following:a. log, 9b. log, )c. logju(1)d. log2 (2&#34;) (1m is any real number)e. 2B2 &#34; (n > 0)mg An keh eden kes mul nalerially alleca de overall learning experiene. Cengage Leanting teserves the right to reimuve blitimal content al y time ubae rielasA SHOT ON OPPO

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