Type - JMap
Type - JMap
Type - JMap
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Math B Regents Exam Questions by <strong>Type</strong> - Multiple Choice Page 10<br />
www.jmap.org<br />
72. If Jamar can run 3 of a mile in 2 minutes 30<br />
5<br />
seconds, what is his rate in miles per minute?<br />
[A]<br />
6<br />
25<br />
[B] 4 5<br />
[C] 4 1 6<br />
[D] 3 1<br />
10<br />
2<br />
73. The equation 2x + 8x+ n= 0 has imaginary<br />
roots when n is equal to<br />
[A] 4 [B] 8 [C] 6 [D] 10<br />
74. A dog has a 20-foot leash attached to the<br />
corner where a garage and a fence meet, as<br />
shown in the accompanying diagram. When<br />
the dog pulls the leash tight and walks from<br />
the fence to the garage, the arc the leash<br />
makes is 55.8 feet.<br />
2<br />
77. If the roots of ax + bx + c = 0 are real,<br />
rational, and equal, what is true about the<br />
graph of the function y = ax 2 + bx+<br />
c?<br />
[A] It lies entirely below the x-axis.<br />
[B] It is tangent to the x-axis.<br />
[C] It intersects the x-axis in two distinct<br />
points.<br />
[D] It lies entirely above the x-axis.<br />
78. In the accompanying diagram, CA⊥ AB,<br />
ED<br />
⊥ DF, ED AB, CB ≅ BF, AB ≅ ED<br />
and m∠ CAB = m∠ FDE =90.<br />
What is the measure of angle θ between the<br />
garage and the fence, in radians?<br />
[A] 2.79 [B] 3.14 [C] 0.36 [D] 160<br />
75. The growth of bacteria in a dish is modeled<br />
by the function f () t = 2 3 . For which value<br />
of t is f () t = 32 ?<br />
[A] 15 [B] 16 [C] 8 [D] 2<br />
76. If 2x − 1+ 2= 5, then x is equal to<br />
[A] 1 [B] 4 [C] 2 [D] 5<br />
t<br />
Which statement would not be used to prove<br />
ΔABC<br />
≅ ΔDEF<br />
?<br />
[A] HL ≅ HL<br />
[C] SSS ≅ SSS<br />
[B] AAS ≅ AAS<br />
[D] SAS ≅ SAS<br />
79. Chad had a garden that was in the shape of a<br />
rectangle. Its length was twice its width. He<br />
decided to make a new garden that was 2 feet<br />
longer and 2 feet wider than his first garden.<br />
If x represents the original width of the<br />
garden, which expression represents the<br />
difference between the area of his new garden<br />
and the area of the original garden?<br />
[A] 2x 2<br />
2<br />
[B] x + 3x+<br />
2<br />
[C] 6x + 4 [D] 8<br />
80. What is the inverse of the function<br />
y = log x?<br />
4<br />
[A] x<br />
= y [B] 4 y = x<br />
[C] y<br />
= x [D] 4 x = y