It is given that triangle ABC is congruent with triangle FDE and AB is equal to 5 angle, B is equal to 40 degree and Angle A is equal to 80° then which of the following is true

(1) DF=5 , angle F=60

(2) DF=5 , angle E= 60

(3)DF=5 , angle E= 120

(4)DF=5 , angle D= 40

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Solution

Because in the question it is said that triangle ABC and FDE are congruent and we cannot see that ABC and FDE are equal in the question .
So it is taken as ABC is equal to DFE so that ABC is congruent to FDE .

If you take ABC equal to FDE, then you will get option 2 and 4 as correct answer.

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Similar questions

If ABC and DEF are two triangles such that $Δ A B C ≅ Δ F D E a n d A B = 5 c m, ∠ B = 40^{\circ} a n d ∠ A = 80^{\circ} .$ Then, which of the following is true?

Q. Question 7
It is given that

Δ A B C ≅ Δ F D E

and AB =5 cm,

∠ B = 40^{\circ} a n d ∠ A = 80^{\circ}

, then which of the following is true?
(A) DF = 5 cm.

∠ F = 60^{\circ}

(B) DF = 5 cm.

∠ E = 60^{\circ}

∠ E = 60^{\circ}

(D) DE = 5 cm.

∠ D = 60^{\circ}

Q. It is given that

Δ A B C ≅ Δ F D E

and AB = 5 cm,

∠ B = 40^{\circ} and ∠ A = 80^{\circ}

, then which of the following is true?

Q. Question 7
It is given that

Δ A B C ≅ Δ F D E

and AB =5 cm,

∠ B = 40^{\circ} a n d ∠ A = 80^{\circ}

, then which of the following is true?
(A) DF = 5 cm.

∠ F = 60^{\circ}

(B) DF = 5 cm.

∠ E = 60^{\circ}

∠ E = 60^{\circ}

(D) DE = 5 cm.

∠ D = 60^{\circ}

A right-angled triangle DEF is constructed with DE = 5 cm, ∠F = 90°, and DF = 4 cm. Choose the correct statement from the following.

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It is given that triangle ABC is congruent with triangle FDE and AB is equal to 5 angle, B is equal to 40 degree and Angle A is equal to 80° then which of the following is true (1) DF=5 , angle F=60 (2) DF=5 , angle E= 60 (3)DF=5 , angle E= 120 (4)DF=5 , angle D= 40

Because in the question it is said that triangle ABC and FDE are congruent and we cannot see that ABC and FDE are equal in the question . So it is taken as ABC is equal to DFE so that ABC is congruent to FDE . If you take ABC equal to FDE, then you will get option 2 and 4 as correct answer.

It is given that triangle ABC is congruent with triangle FDE and AB is equal to 5 angle, B is equal to 40 degree and Angle A is equal to 80° then which of the following is true

(1) DF=5 , angle F=60

(2) DF=5 , angle E= 60

(3)DF=5 , angle E= 120

(4)DF=5 , angle D= 40

Because in the question it is said that triangle ABC and FDE are congruent and we cannot see that ABC and FDE are equal in the question .
So it is taken as ABC is equal to DFE so that ABC is congruent to FDE .

If you take ABC equal to FDE, then you will get option 2 and 4 as correct answer.