https://padlet.com/felixmariano2/kd51250fvx8u7w3s Write your response to the topic on every column as well as your reactions to other classmate comments en-us 2022-03-13 20:34:08 UTC 2026-03-25 05:56:35 UTC hello@padlet.com https://padlet.net/icons/png/1f9d4.png https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2092810457 I would describe an horizontal asymptote and its equation by an horizontal asymptote is a line (or a curve as you will later learn) to which a function gets closer and closer to as x approaches infinity (or negative infinity), without ever touching no matter how far out you go.]]> 2022-03-14 00:57:40 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2092810457 ttellis1 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093755793 "Another way of finding a horizontal asymptote of a rational function: Divide N(x) by D(x). If the quotient is constant, then y = this constant is the equation of a horizontal asymptote."]]> 2022-03-14 12:48:39 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093755793 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093756306 I would describe a horizontal asymptote and its equation by, Dividing N(x) by D(x). If the quotient is constant, then y = this constant is the equation of a horizontal asymptote.]]> 2022-03-14 12:48:57 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093756306 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093760026 Another way of finding a horizontal asymptote of a rational function: Divide N(x) by D(x). If the quotient is constant, then y = this constant is the equation of a horizontal asymptote.]]> 2022-03-14 12:50:46 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093760026 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093764136 Divide N(x) by D(x). If the quotient is constant, then y= this constant is the equation of horizontal asymptote.]]> 2022-03-14 12:52:59 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093764136 hrodriguez80 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093764629 A horizontal asymptote is a horizontal line that tells you the way the feature will behave on the very edges of a graph]]> 2022-03-14 12:53:17 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093764629 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093765209 2022-03-14 12:53:36 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093765209 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093773131 Another way of finding a horizontal asymptote of a rational function is Divide N(x) by D(x).If the quotient is constant, then y = this constant is the equation of a horizontal asymptote]]> 2022-03-14 12:57:58 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093773131 lsheikh5 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093776969 I would describe a horizontal asymptote and its equation by, Dividing N(x) by D(x). If the quotient is constant, then y = this constant is the equation of a horizontal asymptote.]]> 2022-03-14 13:00:04 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093776969 omaldonado8 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093799336 I would describe an horizontal asymptote and its equation by divide N(x) by D(x). If the quotient is constant then y= this constant is the equation of horizontal asymptote.  

]]> 2022-03-14 13:11:42 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2093799336 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095880843 So 0, 1, and every negative number presents a potential problem as the base of a power function. And if those numbers can't reliably be the base of a power function, then they also can't reliably be the base of a logarithm. For that reason, we only allow positive numbers other than 1 as the base of the logarithm]]> 2022-03-15 12:50:45 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095880843 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095880996 2022-03-15 12:50:50 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095880996 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095881062 So 0, 1, and every negative number presents a potential problem as the base of a power function. And if those numbers can't reliably be the base of a power function, then they also can't reliably be the base of a logarithm. For that reason, we only allow positive numbers other than 1 as the base of the logarithm.]]> 2022-03-15 12:50:52 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095881062 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095881990 Every negative number presents a potential problem as the base of power function. And if those number can’t be reliably be the base of a power function, then they also can’t reliably the base of a logarithms.]]> 2022-03-15 12:51:20 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095881990 nrodriguez219 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095883577 A horizontal asymptote and its equation can be described as divide N(x) by D(x). Also, if the quotient is constant then y states the constant is the equation of a horizontal asymptote.]]> 2022-03-15 12:52:10 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095883577 nrodriguez219 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095885684 We don't use negative base on logarithm because any negative number presents a potential problem as the base of the problem. ]]> 2022-03-15 12:53:11 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095885684 omaldonado8 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095885978 We don't use negative base on logarithm because if those number can't reliably be the base of power function, then they also can't reliably be the base of a logarithm.]]> 2022-03-15 12:53:20 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095885978 lsheikh5 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095886724 Every negative number presents a potential problem as the base of power function. And if those number can’t be reliably be the base of a power function, then they also can’t reliably the base of a logarithms.

]]> 2022-03-15 12:53:47 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095886724 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095887163 We dont use negative bases on a logarithm because the negative number shows as a potential problem.]]> 2022-03-15 12:54:02 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095887163 amaldonado202 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095888344  Logarithms could have a complex base, however they may be complex then. Also remember that \log 0 is not defined, and division by zero yields indeterminate or undefined forms.]]> 2022-03-15 12:54:38 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095888344 ttellis1 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095914913 Negative numbers are the base of power numbers.]]> 2022-03-15 13:08:27 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2095914913 hrodriguez80 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097947957 log of negative base is not defined]]> 2022-03-16 12:45:16 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097947957 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097948494 2022-03-16 12:45:37 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097948494 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097948912 Much of the power of logarithms is their usefulness of solving exponential equation, Some such as sound( decibel measure), earthquakes( richer scales), the brightness of stars, and chemistry.]]> 2022-03-16 12:45:51 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097948912 nrodriguez219 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949547 Logarithms are used in real life for such things as sound, earthquake, and chemistry. ]]> 2022-03-16 12:46:13 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949547 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949723 Some examples of logarithms being used in real life are:
Sound (decibel measures), Earthquakes (Richter scale), Brightness of stars, and Chemistry (pH balance, a measure of acidity and alkalinity).]]> 2022-03-16 12:46:20 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949723 amaldonado202 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949838 Much of the power of logarithms is their usefulness in solving exponential equations]]> 2022-03-16 12:46:24 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097949838 hrodriguez80 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097951577  keeping the water in a swimming pool clean. ]]> 2022-03-16 12:47:23 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097951577 ttellis1 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097961478 Logarithms can be used for earthquakes. ]]> 2022-03-16 12:52:53 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097961478 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097964189 Some examples of logarithms are used in real life include sound (decibel measures), earthquakes (Richter scale), the brightness of stars, and chemistry (pH balance, a measure of acidity and alkalinity).

]]> 2022-03-16 12:54:26 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2097964189 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099974269 2022-03-17 12:47:40 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099974269 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099975165 Discrete growth: change happens at specific intervals. Continuous growth: change happens at every instant.]]> 2022-03-17 12:48:11 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099975165 nrodriguez219 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099975638 Discrete is a change happening at specific intervals and Continuous is change happening at every instant. ]]> 2022-03-17 12:48:28 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099975638 omaldonado8 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099981414 Discrete growth: change happens at specific intervals. Continuous growth: change happens at every instant.]]> 2022-03-17 12:51:47 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099981414 amaldonado202 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099988654 Discrete growth: change happens at specific intervals. Continuous growth: change happens at every instant.]]> 2022-03-17 12:55:52 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2099988654 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104138231 We don't use negative base on logarithms because the log of negative base is not defined. ]]> 2022-03-20 23:31:26 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104138231 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104138836 Some ways logarithms are used in real life is by earthquakes and brightness of stars.]]> 2022-03-20 23:32:38 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104138836 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104139465 Discrete growth change happens at specific intervals. Continuous growth change happens at every instant.]]> 2022-03-20 23:33:54 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2104139465 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113749307 I would describe it by saying, "A horizontal asymptote is a horizontal line that tells you how the function will behave at the very edges of a graph. A horizontal asymptote is not sacred ground, however. The function can touch and even cross over the asymptote".]]> 2022-03-25 13:00:29 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113749307 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113750821 Because "if those numbers can't reliably be the base of a power function, then they also can't reliably be the base of a logarithm".]]> 2022-03-25 13:01:28 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113750821 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113753088 Some examples would be,  "logarithms is their usefulness in solving exponential equations. Some examples of this include sound (decibel measures), earthquakes (Richter scale), the brightness of stars, and chemistry (pH balance, a measure of acidity and alkalinity)".]]> 2022-03-25 13:02:50 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113753088 https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113753919 Discrete growth: change happens at specific intervals. Continuous growth: change happens at every instant.]]> 2022-03-25 13:03:16 UTC https://padlet.com/felixmariano2/kd51250fvx8u7w3s/wish/2113753919