Processing math: 100%

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Area of Non-Right Angled Triangles

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Area of Non-Right Angled Triangles 2

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Question 1 of 4

Find the area of the non-right angled triangle below.

Round your answer to one decimal place

(11.25) $m^2$

Question 2 of 4

Find the area of the non-right angled triangle below.

Round your answer to two decimal places

(472.61) $cm^2$

Question 3 of 4

Find the area of the non-right angled triangle below.

Round your answer to

$2$ decimal places

(305.06) $cm^2$

Question 4 of 4

Find the area of the non-right angled triangle below.

Round your answer to

$2$ decimal places

(92.66) $cm^2$

$A$	$=$	$1/2$ $b$ $c$ $sin$ $A$

	$=$	$1/2($ $4.2$ $)($ $7.1$ $)sin$ $131°$	Substitute the values

	$=$	$1/2(29.82)sin131°$	Evaluate $sin$ $131$ on your calculator

	$=$	$14.91times0.7547096$
	$=$	$11.2527$
	$=$	$11.25 m^2$	Rounded off to two decimal places

$A_triangle$	$=$	$1/2$ $b$ $c$ $sin$ $A$

	$=$	$1/2($ $33$ $)($ $29$ $)sin$ $99°$	Substitute the values

	$=$	$1/2(957)sin99°$	Evaluate $sin$ $99$ on your calculator

	$=$	$478.5times0.98769$
	$=$	$472.6088$
	$=$	$472.61 cm^2$	Rounded off to two decimal places

$A_triangle$	$=$	$1/2$ $r$ $q$ $sin$ $P$

	$=$	$1/2($ $22$ $)($ $29$ $)sin$ $73°$	Substitute the values

	$=$	$1/2(638)sin73°$	Evaluate $sin$ $73$ on your calculator
	$=$	$319times0.9563$
	$=$	$305.06 cm^2$	Rounded off to $2$ decimal places

$A_triangle$	$=$	$1/2$ $k$ $l$ $sin$ $J$

	$=$	$1/2($ $16$ $)($ $13$ $)sin$ $63°$	Substitute the values

	$=$	$1/2(208)sin63°$	Evaluate $sin$ $63$ on your calculator
	$=$	$104times0.891007$
	$=$	$92.66 cm^2$	Rounded off to $2$ decimal places

Area of Non-Right Angled Triangles 2

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Quiz summary

Information

1. Question

Hint

Keep Going!

Area of a Non-Right Angled Triangle

2. Question

Hint

Correct!

Area of a Non-Right Angled Triangle

3. Question

Hint

Great Work!

Area of a Non-Right Angled Triangle

4. Question

Hint

Excellent!

Area of a Non-Right Angled Triangle

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