Question
In: Math
Given that in a triangle a=26 b=21 and c=14, choose the order or orders you should...
Given that in a triangle a=26 b=21 and c=14, choose the order or orders you should find the angles using the Law of Cosines to find the first angle, followed by the Law of Sines to find the second angle. It is possible to have more than one right answer.
_____B C A
_____A C B
_____B A C
_____A B C
_____C A B
_____C B A
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Solutions
milcah answered 2 years agoRelated Solutions
Manufacturer A B C D 25 23 25 27 23 21 25 26 21 ...
Manufacturer
A B C D
25 23 25 27
23 21 25 26
21 23 25 27
23 24 21 26
To test whether the mean time needed to mix a batch of material is
the same for machines produced by 4 manufacturers, the Jacobs
Chemical Company obtained the following data on the time (in
minutes) needed to mix the material.
What is the p value?
Does the data provide strong evidence evidence against Ho or
weak evidence?...
1. PRICE SHARES Company A B C A B C Day 1 $14 $21 $55 500...
1.
PRICE
SHARES
Company
A
B
C
A
B
C
Day 1
$14
$21
$55
500
390
270
Day 2
11
22
60
500
390
270
Day 3
15
42
58
500
195a
270
Day 4
10
44
27
500
195
540b
Day 5
12
43
29
500
195
540
aSplit at close of day 2.
bSplit at close of day 3.
Calculate a Standard& Poor's Index for days 1 through 5
using a beginning index value of 10. Do...
Pension Plan Job Class Plan A Plan B Plan C Supervisor 22 26 21 Clerical 41...
Pension Plan
Job Class
Plan A
Plan B
Plan C
Supervisor
22
26
21
Clerical
41
47
21
Labor
39
63
30
H0: Pension plan preference and
job class are not related.
H1: Pension plan preference and
job class are related.
Reject H0 if
χχ2 > _____________
χχ2 =
____________
Find a b c of a right triangle. with a perimeter of 18.
Find a b c of a right triangle. with a perimeter of 18.
f(x), find the derivative (f^-1)'(c) at the given point c, first finding a=f^-1(c) 1. f(x)=5x+9x^21. c=-14...
f(x), find the derivative (f^-1)'(c) at the given
point c, first finding a=f^-1(c)
1. f(x)=5x+9x^21. c=-14
a=?
(f^-1)'(c)= ?
I need a step by step explanation to problem 14-26 in order to make me understand...
I need a step by step explanation to problem 14-26 in order to make
me understand the solution:
14-26 Direct Materials and Direct Labor
Variance
Schmidt Machinery Company used 3,450 pounds of aluminum in June to
manufacture 920 units. The company paid $28.50 per pound during the
month to purchase aluminum. On June 1, the company had 50 pounds of
aluminum on hand. At the end of June, the company had only 30
pounds of aluminum in its warehouse. Schmidt...
Genes A, B, and C are linked on a chromosome and found in the order A-B-C....
Genes A, B, and C are linked on a
chromosome and found in the order A-B-C. Genes A
and B recombine with a frequency of 9%, and genes
B and C recombine at a frequency of 26%. For the
cross
a +b
+c/abc+ ×
abc/abc,
predict the frequency of progeny. Assume interference is zero.
A) Predict the frequency of a+b+c
progeny.
Enter your answer to four decimal places (example 0.2356 or
0.2300).
B) Predict the frequency of abc+
progeny.
Enter...
Genes A, B, and C are linked on a chromosome and found in the order A-B-C....
Genes A, B, and C are linked on a
chromosome and found in the order A-B-C. Genes A
and B recombine with a frequency of 9%, and genes
B and C recombine at a frequency of 22%. For the
cross
a +b
+c/abc+ ×
abc/abc,
predict the frequency of progeny. Assume interference is zero.
a)Predict the frequency of a+b+c
progeny.
Enter your answer to four decimal places (example 0.2356 or
0.2300).
B) Predict the frequency of abc+progeny.
Enter your answer...
Genes A, B, and C are linked on a chromosome and found in the order A-B-C....
Genes A, B, and C are linked on a chromosome and found in the
order A-B-C. Genes A and B recombine with a frequency of 6%, and
genes B and C recombine at a frequency of 26%. For the cross a + b
+ c/abc + × abc/abc, predict the frequency of progeny. Assume
interference is zero.
a. Predict the frequency of a+b+c
progeny.
b. Predict the frequency of abc+progeny.
c. Predict the frequency of
a+bc+progeny
d. Predict the frequency...
ABC is an isoceles right-angled triangle in which ∠A = 90°. Find ∠B and ∠C.
ABC is an isoceles right-angled triangle in which ∠A = 90°. Find ∠B and ∠C.
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