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Part II: Analysis of Exam Areas

To solve the problem, let x be the number of dishes Mo washes on Tuesday, then

x+ 22is the number of dishes he washes on Monday. So the equation looks like

this:

Tuesday Monday Total

x + (x + 22) = 88

Solving gives you:

2x

+ 22=

88

Subtract 22 from each side:

2x

+ 22=

88

-22

-22

2x =66

Dividing by 2 leaves:

2x

2

=

66

2

x = 33

So the correct answer is B. Is this reasonable? Well, if Mo washes 33 dishes on

Tuesday, and 22 more than 33 on Monday, he washed 55 dishes on Monday. So

the total of Monday and Tuesday is 33 + 55 = 88. Yes, it is reasonable. It checks.

Glance at the Choices

Glance at the choices on procedure problems. Some problems may not ask you to

solve for a numerical answer or even an answer including variables. Rather, you

may be asked to set up the equation or expression without doing any solving. A

quick glance at the answer choices can help you know what is expected.

Samples

46. 51 # 6 could be quickly mentally calculated by

A. 50 # 6 + 1

B. 51 + 51 + 51 + 51 + 51 + 51

C. ( 50 # 6) + ( 1 # 6)

D. ( 50 # 6)

+ 1 ⁄6

E. adding 51 sixes

68

Answer C is correct. The quickest method of calculating 51 # 6 is to first multiply

50# 6(resulting in 300), then multiplying 1# 6(resulting in 6), and adding the

products together ^300 + 6 = 306h. Answer choices B and E give the correct

answer (306) as well, but neither is the best way to quickly calculate the answer.

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