Aworker earns $29.50 per hour. if she receives a 6 and one half
% pay raise, what is the amount of her hourly raise?

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Lesquirrel

15.01.2020

Mathematics

Greg has 16 clients. Dolores has 75% as many clients as Greg, then

16 - 100%

x - 75%

Write proportion:

$\dfrac{16}{x}=\dfrac{100}{75},\\ \\x=\dfrac{16\cdot 75}{100}=12.$

This means that Dolores has 12 clients.

Together Dolores and Greg have 16+12=28 clients.

If Robert has 25% as many clients as Greg and Dolores together, then

28 - 100%

y - 25%

Mathematically,

$\dfrac{28}{y}=\dfrac{100}{25},\\ \\y=\dfrac{28\cdot 25}{100}=7.$

Therefore, Greg, Dolores and Robert have 16+12+7=35 clients.

35 clients.

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Aworker earns $29.50 per hour. if she receives a 6 and one half % pay raise, what is the amount of her hourly raise?