Instructions: -Complete solutions are required for full marks. -Round ratios to four decimal places, angles to the nearest degree and side lengths to one decimal place. Knowledge and Understanding 1. Calculate the length of AB. 52 a) C 42° [4] 36 B calulate the length of b) C 71° AB [4] 52 B 38° A A $\cos 42^\circ = \frac{AB}{AC}$ $0.743 = \frac{AB}{15}$ $0.743 \times 15 = AB$ $11.1 = AB

          Instructions:
-Complete solutions are required for full marks.
-Round ratios to four decimal places, angles to the nearest degree and side lengths to one decimal place.
Knowledge and Understanding
1. Calculate the length of AB.
52
a)
C
42°
[4]
36
B
calulate the length of
b)
C
71°
AB
[4]
52
B
38°
A
A
$\cos 42^\circ = \frac{AB}{AC}$
$0.743 = \frac{AB}{15}$
$0.743 \times 15 = AB$
$11.1 = AB

Instructions:
-Complete solutions are required for full marks.
-Round ratios to four decimal places, angles to the nearest degree and side lengths to one decimal place.
Knowledge and Understanding
1. Calculate the length of AB.
52
a)
C
42°
[4]
36
B
calulate the length of
b)
C
71°
AB
[4]
52
B
38°
A
A
cos 42^∘ = (AB)/(AC)
0.743 = (AB)/(15)
0.743 × 15 = AB
11.1 = AB

Added by Jason F.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Nathan Smith

Step 1

743 * 15. A @ 0.743 * 15 = 0.743 * 15 = 11.145 Show more…

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Instructions: Complete solutions are required for full marks. Round ratios to four decimal places, angles to the nearest degree, and side lengths to one decimal place. Knowledge and Understanding: Calculate the length of AB. Co < 4127 4 b @ â‚¬ 0.743 = A @ 0.743 * 15 48 I. AB