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Simple and Easy Learning
Tutorials Point originated from the idea that there exists a class of readers who respond better to online content and prefer to learn new skills at their own pace from the comforts of their drawing rooms.
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Tutorialspoint
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When one shape is placed over the other and if they superimpose one over the other, they are said to be congruent. Two figures are congruent if they have the same shape and size. Two real-life examples of congruent shapes are:$(1)$. Two mobile phones of the same model of the ... Read More
Tutorialspoint
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$(a)$. Given: $AC = DF$$AB = DE$$BC = EF$So, the congruence criterion to show that $∆ABC ≅ ∆DEF$ is SSS[Side-Side-Side] congruence.$(b)$ Given: $ZX = RP$$RQ = ZY$$\angle PRQ = \angle XZY$So, The congruence criterion to show $∆PQR ≅ ∆XYZ$ that is SAS[Side-Angle-Side] congruence.$(c)$. Given: $\angle MLN = \angle FGH$$\angle NML ... Read More
Tutorialspoint
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To do:We have to find the shapes of the given objects.Solution:(a) The shape of the instrument box is a cuboid.(b) The shape of a brick is a cuboid.(c) The shape of a matchbox is a cuboid(d) The shape of a road roller is a cylinder(e) The shape of a sweet ... Read More
Tutorialspoint
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$(a)$ Two line segments are congruent if the same length.$(b)$ Among two congruent angles, one has a measure of $70^{\circ}$; the measure of the other angle is $70^{\circ}$.$(c)$ When we write $\angle A = \angle B$, we actually mean $m\angle A=m\angle B$.
Tutorialspoint
35 Views
Given: $\triangle ABC \cong \triangle FED$ under the correspondence $ABC\Leftrightarrow FED$.To do: To write all the corresponding congruent parts of the triangles.Solution: As given $\Delta ABC\cong\Delta FED$. Let us draw $\triangle ABC$ and $\triangle FED$. The corresponding congruent parts of the triangle are denoted by "$\Leftrightarrow$" here and from the diagram we can write ... Read More
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Tutorialspoint
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Tutorialspoint
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To do:We have to draw a rough sketch of a regular octagon and draw a rectangle by joining exactly four of the vertices of the octagon.Solution:We get a rectangle by joining exactly four of the vertices of the octagon as shown in the figure.
Tutorialspoint
142 Views
To do:We have to draw a rough sketch of a pentagon and draw its diagonals.Solution:The above figure is a pentagon and its diagonals are joined.
Tutorialspoint
45 Views
To do:We have to draw a rough sketch of a regular hexagon and draw a triangle by connecting any three of its vertices.Solution:We get an isosceles triangle by joining three of vertices of a hexagon as shown in the figure.
Tutorialspoint
129 Views
To do:We have to find whether the given statements are true or false.Solution:(a) We know that each angle of a rectangle is a right angle.Therefore, the given statement is true.(b) We know that the opposite sides of a rectangle are equal in length.Therefore, the given statement is true.(c) We know ... Read More