Answer:
The equation [tex]45.50+0.15(10)k=90.50[/tex] represents this situation
Kyle earns [tex]\$30[/tex] each week from his paper route
Step-by-step explanation:
Let
k------> the amount Kyle earns each week from his paper route
w----> number of weeks
we know that
[tex]45.50+0.15wk=90.50[/tex]
For w=10 weeks
[tex]45.50+0.15(10)k=90.50[/tex] ----> equation that represent the situation
solve for k
[tex]0.15(10)k=90.50-45.50[/tex]
[tex]1.5k=45[/tex]
[tex]k=\$30[/tex]
Statements
case A) The equation 45.5 +0.15(10k) = 90.5 represents this situation. True? or False?
The statement is True
case B) The equation 45.5 + 0.15k + 10 = 90.5 represents this situation. True? or False?
The statement is False
case C) Each week, Kyle saves $5.00. True? or False?
The statement is False
case D) Each week, Kyle saves $4.50. True? or False?
The statement is False
case E) Kyle earns $30.00 each week from his paper route. True? or False?
The statement is True
case F) Kyle earns $45.00 each week from his paper route. True? or False?
The statement is False