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12.Practice.Tests.for.the.SAT_2015-2016_1128p

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12 Practice <strong>Tests</strong> <strong>for</strong> <strong>the</strong> <strong>SAT</strong><br />

Practice Test Two Answers an d Exp l anations<br />

219<br />

I<br />

a topic can still understand <strong>the</strong>m. Choice (D) is an opposite;<br />

<strong>the</strong> author of Passage 1 thinks <strong>the</strong>y are insufficiently<br />

challenging. Choice (E) matches your prediction.<br />

24. c<br />

Difficu l ty: Medium<br />

When you finish reading <strong>the</strong> second passage, it's a good<br />

idea to check what <strong>the</strong> passages had in common and what<br />

<strong>the</strong>y agreed and disagreed on. Both passages discuss <strong>the</strong><br />

ideal of making a museum into a place where people learn<br />

actively ra<strong>the</strong>r than passively. They only differ in how to<br />

accomplish this.<br />

Choice (A) is a misused detail; only Passage 1 mentions<br />

funding, and it does so only briefly. Choice (B) is a misused<br />

detail; only Passage 2 is concerned with this. Choice (C) is<br />

correct; both passages advocate active learning. Choice (D) is<br />

an opposite; nei<strong>the</strong>r passage claims to desire this. Choice (E)<br />

is an opposite; Passage 1 in particular seems opposed to this.<br />

SECTION 7<br />

1. c<br />

Difficu l ty: Low<br />

Strategic A d vice: On symmetry problems, draw a line and<br />

see if each half is a perfect reflection of <strong>the</strong> o<strong>the</strong>r side.<br />

Getting t h e Answer:<br />

Choices (A), (D), and (E) have one line of symmetry; (B)<br />

doesn't have any.<br />

2. E<br />

Difficu l ty: Low<br />

Strategic A d vice: Since <strong>the</strong>re are numbers in <strong>the</strong> answer<br />

choices, Backsolving is a good strategy <strong>for</strong> this problem.<br />

If you decide to solve it algebraically, be careful and<br />

meticulous when translating <strong>the</strong> words into an equation.<br />

Getting t h e Answer:<br />

To solve <strong>the</strong> problem algebraically, first translate from<br />

English to math. ''The sum of 50 and j" is (50 + 1).<br />

"Divide this sum by j, <strong>the</strong> result is 3":<br />

15;; You could also Backsolve. Start with (C):<br />

50 <br />

-<br />

=<br />

3 > 3. Since <strong>the</strong> result is more .than 3, you need a bigger<br />

number. Try 20 next:<br />

20<br />

2<br />

SO - > 3. Again, you need a<br />

bigger number, so you know (E) must be correct.<br />

3. D<br />

Difficu l ty: Medium<br />

Strategic A d vice: When faced with a geometry problem<br />

with lots of unknowns, try to establish what you do know. In<br />

this case, you can easily figure out <strong>the</strong> measures of all <strong>the</strong><br />

angles. Use that to help you find <strong>the</strong> lengths of <strong>the</strong> sides.<br />

Getting to t h e Answer:<br />

Angle R is 70° and angle S is 40°, so angle Pis 180° -<br />

70° - 40° = 70°. Since angle P = angle R = 70°, <strong>the</strong> sides<br />

opposite those angles are of equal length, and 4 + a= 5 +<br />

b. There<strong>for</strong>e, a = b + 1. That matches (D).<br />

4. A<br />

Difficu l ty: Low<br />

Strategic A d vice: Work carefully! Negative exponents can<br />

be tricky. You may find it helpful to write out each answer<br />

choice.<br />

Getting to t h e Answer:<br />

To get from 3.26691 to 0.00326691, you must move<br />

<strong>the</strong> decimal point three places to <strong>the</strong> left. There<strong>for</strong>e,<br />

0.00326691 = 3.26691 x 10-3.<br />

5. E<br />

Difficu l ty: Medium<br />

Strategic A d vice: Be<strong>for</strong>e you start solving each question,<br />

make sure you know what <strong>the</strong> question stem is asking <strong>for</strong>.<br />

You are not asked to solve <strong>for</strong> x in this question, something<br />

that might trip up less observant test takers.<br />

Getting to t h e Answer:<br />

1<br />

x2 = 4, so Vx = 4. To solve <strong>for</strong> x, just square both sides:<br />

X= 16<br />

Now plug this into <strong>the</strong> expression you are asked to find:<br />

x2 = 162 = 256<br />

cso.+/) = 3<br />

J<br />

50 +j=3j<br />

50 =2}<br />

f = 25

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