Problems related to combinations of figures (circle+rectangle/square/triangle or rectangle/square+triangle)

Problems related to combinations of figures (semi-circle+ rectangle/square/triangle)

Area and Perimeter of Rectangle; square and triangles

Statements: All squares are triangles No triangles is circle All circles are rectangles Conclusions: I. No rectangles is square II. All rectangles being square is a possibility

Statements:- No squares are rectangles. All rectangles are triangles. Conclusions:- I. Some triangles are squares. II. Some triangles are rectangles.

Study the following diagram consisting of a circle, a rectangle and a triangle and answer the question given below it: If the circle is called 'rectangle "rectangle is called triangle' and triangle is called 'circle', which number is only in the rectangle but not in the other two diagrams?

Study the following diagram consisting of a circle, a rectangle and a triangle and answer the question given below it. If the circle is called 'rectangle rectangle is called triangle' and triangle is called 'circle', which number is only in the triangle but not in other two diagrams?

A circle,a square and an equilateral triangle have the same area.The correct increasing order of the perimeters will be (a) triangle, square,circle (b) triangle,circle,square (c) circle,triangle,square (d) circle,square, triangle

Prove that the rectangle circumscribing a circle is a square

Chapter test -3 construct OF rectangle|| Square|| Rhombus and triangle