Information
You have already completed the quiz before. Hence you can not start it again.
You must sign in or sign up to start the quiz.
You have to finish following quiz, to start this quiz:
Loading...
-
Question 1 of 4
Find the area of the non-right angled triangle below.
Round your answer to the nearest cm2
Incorrect
Loaded: 0%
Progress: 0%
0:00
First, label the triangle.
Next, rewrite the Area formula based on the given values of the triangle.
The formula needs two sides and one angle in between them (included angle).
Finally, substitute the values to the revised formula and solve for the area.
A△ |
= |
12bcsinA |
|
|
= |
12(35)(22)sin41° |
Substitute the values |
|
|
= |
12(770)sin41° |
Simplify |
|
|
= |
385×sin41° |
Evaluate sin 41 on your calculator |
|
= |
252.5827 |
|
= |
253cm2 |
Rounded off to the nearest cm2 |
-
Question 2 of 4
Find the area of the non-right angled triangle below.
Round your answer to one decimal place
Incorrect
Loaded: 0%
Progress: 0%
0:00
First, label the triangle.
Next, rewrite the Area formula based on the given values of the triangle.
The formula needs two sides and one angle in between them (included angle).
Finally, substitute the values to the revised formula and solve for the area.
A |
= |
12acsinB |
|
|
= |
12(33)(24)sin110° |
Substitute |
|
|
= |
12(792)sin110° |
Evaluate sin 110 on your calculator |
|
|
= |
396×0.9396926 |
|
= |
372.118 |
|
= |
372.1 cm2 |
Rounded off to one decimal place |
-
Question 3 of 4
Find the area of the non-right angled triangle below.
Round your answer to one decimal place
Incorrect
Loaded: 0%
Progress: 0%
0:00
First, label the triangle.
Next, rewrite the Area formula based on the given values of the triangle.
The formula needs two sides and one angle in between them (included angle).
Finally, substitute the values to the revised formula and solve for the area.
A△ |
= |
12bcsinA |
|
|
= |
12(18)(14)sin73° |
Substitute the values |
|
|
= |
12(252)sin73° |
Evaluate sin 73 on your calculator |
|
|
= |
126×0.956305 |
|
= |
120.494 |
|
= |
120.5 mm2 |
Rounded off to one decimal place |
-
Question 4 of 4
Find the area of the non-right angled triangle below.
Round your answer to 1 decimal place
Incorrect
Loaded: 0%
Progress: 0%
0:00
First, label the triangle.
Next, rewrite the Area formula based on the given values of the triangle.
The formula needs two sides and one angle in between them (included angle).
Finally, substitute the values to the revised formula and solve for the area.
A△ |
= |
12acsinB |
|
|
= |
12(18)(27)sin39° |
Substitute the values |
|
|
= |
12(486)sin39° |
Evaluate sin 39 on your calculator |
|
|
= |
243×0.62932 |
|
= |
152.925 |
|
= |
152.9 cm2 |
Rounded off to one decimal place |