Mathematics

Mathematics, 21.08.2019 11:50, alexandra2442

Aphone company uses the equation y=0.15x+10 to find y the monthly charge for a customer sending x text messages. how many text messages are sent if the monthly charge is $77.50?

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Mathematics, 29.06.2019 04:50, bryce99

Company 2 # of text messages price ($) 0 - 100 5 101 - 200 10 201 - 300 15 301 - 400 20 401 - 500 25 two companies offer different charges for text messaging. company 1 charges $0.04 per text message, while company 2 charges rates according to the table. which company offers the cheapest plan for up to 500 text messages? a) company 1 because the cost of 500 text messages is $15. b) company 1 because the cost of 500 text messages is $20. c) company 2 because the cost of 500 text messages is $25. d) the costs for both plans are exactly the same for 500 text messages.

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Mathematics, 01.07.2019 03:00, jahnoibenjamin

Acell phone company offers two different calling plans. the first plan follows the values posted in the table shown. the second plan charges $0.05 per text message plus a flat monthly rate of $40. which plan is better for a customer who sends and receives 700 text messages each month? plan 1, because the cost of 700 text messages is $80. b) plan 1, because no customer would pay more than $60. c) plan 2, because the other company would charge $60. d) plan 2, because the cost of 700 text messages is $75

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Mathematics, 07.07.2019 10:00, bria58490

Aphone company used to charge $30 per month plus $0.50 per text message for phone service. however, the company did not charge a customer more than $80 per month regardless of how many text messages they sent. the inequality that represented a customer's cost after x text messages was 80≥0.50x+30. which answer choice correctly analyzes this scenario? for the inequality to be true, the value of x needs to be negative. since x represents the number of text messages sent, there is no solution for this scenario. the solution 100≥x means that, for the bill to equal $80, a customer can send no more than 100 text messages per month. for the inequality to be true, the value of x needs to be less than 1. since x represents the number of text messages sent, there is no solution for this scenario. while x represents the number of text messages sent, the company did not charge more than $80 per month, so a customer could send unlimited text messages for $80 per month.

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Mathematics, 18.09.2019 01:50, mimithurmond03

Acell phone company charges $10 per month for up to 500 text messages and $0.15 for each additional text messages. stanley was charged $14.50 last month for text messages. write and solve an equation to find the number of text messages he sent and received last month.

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