the relationship between the number of months and cumulative cell - phone cost is represented by the scatter…

the relationship between the number of months and cumulative cell - phone cost is represented by the scatter plot shown.\na line of best fit for this data is $c = 51m+4.4$, where $c$ is the cumulative cell phone cost and $m$ is the number of months.\nusing this data, which value is the best prediction of the cumulative cell phone cost after 18 months?\na. $918\nb. $923\nc. $940\nd. $990

the relationship between the number of months and cumulative cell - phone cost is represented by the scatter plot shown.\na line of best fit for this data is $c = 51m+4.4$, where $c$ is the cumulative cell phone cost and $m$ is the number of months.\nusing this data, which value is the best prediction of the cumulative cell phone cost after 18 months?\na. $918\nb. $923\nc. $940\nd. $990

Answer

Answer:

B. $923

Explanation:

Step1: Identify the formula

$C = 51m+4.4$

Step2: Substitute the value of m

Substitute $m = 18$ into the formula: $C=51\times18 + 4.4$.

Step3: Calculate the product

$51\times18=918$.

Step4: Calculate the sum

$C=918 + 4.4=922.4\approx923$.