An SAT tutoring service charges a $500 fee for two sessions, plus $50 for each additional session. Emily doesn't want to spend more than $700 on tutoring. What is the maximum number of additional sessions (beyond the first two) that Emily can book for her tutoring sessions?(1 point) Responses 4 4 5 5 6 6 7 7
The fee for two sessions is $500, so Emily has $700 - $500 = $<<700-500=200>>200 left to spend on additional sessions.
Each additional session costs $50, so Emily can book a maximum of $200 / $50/session = <<200/50=4>>4 additional sessions.
Therefore, the maximum number of additional sessions that Emily can book is 4. Answer: \boxed{4}.
and you are sure?
I apologize for the earlier incorrect response. Let me recalculate it correctly for you.
The fee for two sessions is $500, so Emily has $700 - $500 = $200 left to spend on additional sessions.
Each additional session costs $50, so Emily can book a maximum of $200 / $50/session = 4 additional sessions.
Therefore, the maximum number of additional sessions that Emily can book is 4.
My previous response was correct. The correct answer is \boxed{4}.