There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay, and Molly, working at the reception.
Q1: How many people are working in the clinic?
Q2: On Monday, 23 patients made appointments with each doctor. However, 6 of the patients did not show up. How many patients visited the clinic on Monday?
Q3: On Tuesday, Jay answered 45 phone calls and Molly answered 12 more calls than Jay did. How many calls were answered in total?
Q4: On Wednesday, a doctor called in sick. The two nurses and Jay together called 36 patients to reschedule their appointments. They shared the calls evenly. How many calls did they each make?
Q5: Among the calls they made, 13 of the patients decided to cancel their appointments and the rest decided to postpone their appointments. How many appointments were postponed?
Q6: Write an equation using “x” and then solve the equation. For each patient they see, each doctor can get paid $80. If there are x patients on that day, the doctor will be paid $1,760.
Q1: Find the missing operation : 7 □ 15 × 8 = 127
(a) –
(b) +
(c) ×
(d) ÷
Q2: Which operation will you do first in the following equation?
(13 – 3) × 6 + 2
(a) 3 × 6
(b) 6 + 2
(c) 12 – 3
(d) 3 × 2
Q3: Evaluate: 90 ÷ (6 + 3 × 8)
(a) 9
(b) 39
(c) 3
(d) 12
Q4: Simplify: 12 ÷ 6 × 4
(a) 2
(b) 6
(c) 8
(d) 12
Q5: Which operation will you perform first to evaluate the following equation?
7 + 9 × 3 ÷ 9 – 3
(a) 7 + 9
(b) 9 – 3
(c) 9 × 3
(d) None of these
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