21
The base of a triangle is twice as long as a side of a square. Their areas are equal
Then the ratio of the height of the triangle to this base to the side of the square
15
A) 1:4
Bi 1:2
C) 1:1
D) 2:1
of the smare, where the radius of the circle is r units.
Answer:
C)1:1
Step-by-step explanation:
Let’s take the side of the square = x
Base of the triangle (b) = 2x
Their areas are equal.
ie, ½bh= x²
½2xh= x*x
2xh/2= x*x
x*h=x*x
Since x*h=x*x both x and h need are equal.
h = x
Height of the triangle:Side of the square=x:x=1:1
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Answer:
C)1:1
Step-by-step explanation:
Let’s take the side of the square = x
Base of the triangle (b) = 2x
Their areas are equal.
ie, ½bh= x²
½2xh= x*x
2xh/2= x*x
x*h=x*x
Since x*h=x*x both x and h need are equal.
h = x
Height of the triangle:Side of the square=x:x=1:1
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