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Area of a triangle

Total questions: 9

Worksheet time: 7mins

Name
Class
Date
1.

Height is -

a)

негізі/основа

b)

төбесі/вершина

c)

биіктік/высота

d)

ауданы/площадь

2.

Base is -

a)

биіктік/высота

b)

негізі/основа

c)

төбесі/вершина

d)

бұрышы/угол

3.

The area of a right triangle is -

a)

A(ΔABC)=ab2A\left(\Delta ABC\right)=\frac{a\cdot b}{2}  

b)

A(ΔABC)=2abA\left(\Delta ABC\right)=2\cdot a\cdot b  

c)

A(ΔABC)=a234A\left(\Delta ABC\right)=\frac{a^2\cdot\sqrt[]{3}}{4}  

d)

A(ΔABC)=abA\left(\Delta ABC\right)=a\cdot b  

4.

Equilateral triangle is -

a)

тең қабырғалы үшбұрыш/равнобедренный треугольник

b)

тік бұрышты үшбұрыш/прямоугольный треугольник

c)

тең бүйірлі үшбұрыш/равнобедренный треугольник

5.

The area of an equilateral triangle is -

a)

A(ΔABC)=ab2A\left(\Delta ABC\right)=\frac{a\cdot b}{2}  

b)

A(ΔABC)=ah2A\left(\Delta ABC\right)=\frac{a\cdot h}{2}  

c)

A(ΔABC)=a234A\left(\Delta ABC\right)=\frac{a^2\cdot\sqrt[]{3}}{4}  

d)

A(ΔABC)=a324A\left(\Delta ABC\right)=\frac{a^3\cdot\sqrt[]{2}}{4}  

6.

If there known all three sides of any triangle , the area can be found by -

a)

Pythagorean theorem

b)

Euclidean theorem

c)

Ablaikhan's formula

d)

Heron's formula

7.

Heron's formula is -

a)

A=p(pa)(pb)(pc)A=\sqrt[]{p\left(p-a\right)\left(p-b\right)\left(p-c\right)}  

b)

A(ΔABC)=ab2A\left(\Delta ABC\right)=\frac{a\cdot b}{2}  

c)

A(ΔABC)=a234A\left(\Delta ABC\right)=\frac{a^2\sqrt[]{3}}{4}  

d)

A=p(pa)(pb)(pc)A=p\left(p-a\right)\left(p-b\right)\left(p-c\right)  

8.
a)

28 3cm228\ \sqrt[]{3}cm^2  

b)

12 cm212\ cm^2  

c)

56 cm256\ cm^2  

d)

56 2 cm256\ \sqrt[]{2}\ cm^2  

9.

Find the area of the triangle with side lengths 5cm , 12cm and 13cm.

a)

29 cm229\ cm^2  

b)

23 cm223\ cm^2  

c)

30 cm230\ cm^2  

d)

20 cm220\ cm^2