Question

The dimension of a quadrate is 48cm and length
of a triangle is 48 cm. If the area of quadrate and
triangle is same then the value of base of triangle
will be:​

Answer 1

Base of the triangle $b = \textrm{96 cm}$  

Explanation:

Given that, Side of quadrate is $48$ $cm$

Height of the triangle is $48$  $cm$

Quadrate is akin to the square and its all sides are equal

So its area would be $A_q = 48\times 48$ $cm^{2}$

According to question,  

area of triangle = area of quadrate  

$\frac{1}{2}\times base \times height = 48\times 48$

Base of the triangle $b = \textrm{96 cm}$  

Answer 2

Answer:

dimension of quadrilateral = 48

i.e x+x+x+x= 48

4x=48

x=12

area of quadrilateral or square = x²

= 12²= 144

now area of triangle is = 1/2×b×h

length of triangle =48 cm

here ar. of quadrilateral = ar. of triangle

144= 1/2×b×48

b= 6