Track 1
An isosceles trapezoid has a height of 20 m, the larger base of 80 m, the smaller base of 50 m. Calculate the perimeter and area of the trapezoid.
Track 2
An isosceles trapezoid has the oblique side of 20 cm; has the base greater of 80 cm, has the smaller base of 50 cm. Calculate the perimeter.
Track 3
A rectangular trapezium has the height of 40 m, the base greater of 80 m, the smaller base of 50 m. Calculate the perimeter and area of the trapezoid.
Track 4
An isosceles trapezoid has the base greater of 80 cm, has the smaller base of 50 cm, has the area of 1300 cm². Calculate the height of the trapezoid.
Track 5
A trapezoid rectangle has the area of 1500 cm²; has the height of 30 cm. Calculates the sum of the two bases.
Track 6
An isosceles trapezoid has the area of 1500 cm²; has the height of 30 cm. Calculates the sum of the two bases.
Track 7
An isosceles trapezium has a perimeter of 150 cm; has the base greater of 50 cm; has the smaller base of 30 cm. Calculate the length of the oblique side.
Track 8
An isosceles trapezium has a perimeter of 150 cm, has a smaller base of 30 cm, has the oblique side 35 cm. Calculate the length of the longer base.
Track 9
An isosceles trapezoid has a perimeter of 150 cm, has a base larger of 50 cm, has the oblique side 35 cm. Calculate the length of the shorter base.
Track 10
A rectangular trapezoid has the base greater of 50 cm, has the smaller base of 30 cm; has the oblique side of 35 cm. Calculate the perimeter and area.
Track 11
A trapezoid rectangle has a perimeter of 180 cm; has the base greater of 60 cm, has the oblique side of 50 cm; has the height of 40 cm. Calculate the length of the shorter base.
Track 12
A trapezoid rectangle has a perimeter of 180 cm; has the smaller base of 30 cm; has the oblique side of 50 cm; has the height of 40 cm. Calculate the length of the longer base.
Track 13
A trapezoid rectangle has a perimeter of 180 cm; has the smaller base of 30 cm; has the height of 40 cm; has the base greater of 60 cm. Calculate the length of the oblique side.
Track 14
A trapezoid rectangle has a perimeter of 180 cm; has the smaller base of 30 cm; has the oblique side of 50 cm; has the base greater of 60 cm. Calculates the length of the height.
Track 15
An isosceles trapezoid has the base greater of 20 cm, has the oblique side of 5 cm; has the height of 4 cm. Calculate the smaller base.
Track 16
An isosceles trapezoid has the smaller base of 14 cm; has the oblique side of 5 cm; has the height of 4 cm. Calculates the larger base.
Track 17
An isosceles trapezoid has the base greater of 20 cm, has the oblique side of 5 cm; has the projection of the oblique side on the larger base 3 cm. Calculate the perimeter.
Track 18
An isosceles triangle has a smaller base of 14 cm; has the oblique side 5 cm has a screening of the oblique side on the larger base of 3 cm. Calculate the perimeter.
Track 19
An isosceles trapezoid has an area of 2400 cm², the height is 40 cm, the basics are a third of the other. Determine the perimeter.
Track 20
A trapezoid is formed by a square and a triangle. Given that the area of the triangle is 6 cm ² and that the difference between the bases of the trapezoid measures 4 cm, calculate the area of the trapezoid.
Track 21
An isosceles trapezoid has the oblique side of 20 cm; has the base greater of 90 cm, has the smaller base equal to 2/3 of the larger base. Calculate the perimeter.
Track 22
A rectangular trapezium is equivalent to 1/4 of a square having the perimeter of 160 cm. Given that the height of the trapezoid measure 20 cm and 6 cm difference bases, calculate the area of a rectangle having the dimensions congruent to the bases of the trapezoid.
Track 23
A trapezoid rectangle circumscribed in a circle, the oblique side has a length of 40 cm and a height congruent to 3/5 of the oblique side. Calculate the perimeter and area of the trapezium.
Track 24
The area of a trapezoid rectangle is 2250 cm². Knowing that the difference of the measures of the projection of the oblique side on the larger base and the height is 15 cm and that their relationship is 3/4, calculate the perimeter of the trapezoid.
Track 25
The perimeter of an isosceles trapezoid is 250 cm, height 30 cm, the minor base is 4/7 of that greater that is equal to the oblique side. Calculate the area of the trapezoid.
Track 26
The greater base of a rectangular trapezium shape with oblique side at an angle of 45°; knowing that the bases are 25 cm and 15 cm, calculates the area of the trapezium.
Track 27
The isosceles trapezoid ABCD is formed by three congruent isosceles triangles, in each of which the perimeter is 170 cm and the oblique side is the 6/5 of the base. Calculate the perimeter of the trapezoid.
Track 28
An isosceles trapezoid ABCD has an area of 900 cm². The base AB is the double of the other and the height measures 20 cm. Determine the area of triangle ACD
Track 29
In an isosceles trapezoid, the area is 1032 cm² and the two bases measure 61 cm and 25 cm respectively. Calculate the measure of the height and the perimeter.
Track 30
In a rectangular trapezium with the oblique side form the major base a wide angle 30 °. The two bases respectively measuring 50 cm and 30 cm, calculate the perimeter and area of the trapezoid.
Track 31
In an isosceles trapezoid the sum and the difference of the measures of the two bases is respectively 74 cm and 14 cm. Calculates the area and perimeter of the trapezoid knowing that the oblique side is 25 cm.
Track 32
The perimeter of an isosceles trapezoid is 176 cm. Knowing that the smaller base is 4 /3 of the oblique side and that the larger base is 19 /10 of the smaller base, calculates the area of the trapezoid.
Track 33
Each of the oblique sides of an isosceles trapezoid is a third of the minor base. Knowing that the perimeter is 230 cm and that the larger base measuring 105 cm, calculates the measure of the smaller base and the area of the trapezoid.
Track 34
In a right-angled trapezium the lower diagonal is perpendicular to the oblique side. Knowing that this diagonal line and the sloped side measuring 24 cm and 18 cm respectively, find the perimeter and area of the trapezoid.
Track 35
In a rectangular trapezium with the oblique side form the major base a wide angle 30 °. Calculate the perimeter of the trapezoid knowing that the height is 11.56 cm and the area is 462.42 cm².
Track 36
In a trapezium the major base and minor base are 55 cm long and 30 cm, and the perimeter is 140 cm. Determines the length of the oblique sides, knowing that one is 6/5 of the other.
Track 37
The difference between the bases of an isosceles trapezoid is 30 cm, the minor base is 5/8 of the larger base, the perimeter is 180 cm. Calculates the size of the oblique sides.
Track 38
Of an isosceles trapezoid you know that: a) the height measures 20 cm. b) the difference between the two bases is 30 cm. c) the basis is greater of 80 cm. Calculate the perimeter and area of the trapezoid.
Track 39
The perimeter of a trapezoid, having the height 34.60 cm long, is 203.49 cm. Calculate the area of the trapezoid knowing that the oblique sides form with the larger base acute angles 45 ° and 60 ° wide.
Track 40
The area of a trapezoid rectangle is 1080 square centimeters and the height is 24 cm. Calculate the measures of the two bases knowing that the perimeter is 140 cm.
Track 41
The perimeter of an isosceles trapezoid is 152 cm and the oblique side measuring 26 cm. Calculate the measure of the height and the area of the trapezoid knowing that the smaller base is 40 cm long.
Track 42
In a right-angled trapezium the major base, the smaller base and the height are respectively 60 cm long, 50 cm, and 24 cm. Calculates the area and perimeter of the trapezoid.
Track 43
Calculate the area of a trapezoid, in which the larger base is 8/5 of the minor base, which in turn is equal to the height that measures 50 cm.
Track 44
The sum of the bases of a trapezoid is 80 cm, a base is 5/3 of the other, the height is 2/3 of the minor base. Calculate the size of each diagonal of a rhombus equivalent to the trapeze, knowing that a diagonal is 25/16 the other.
Track 45
A trapezoid is formed by a square with the side of 48 cm and two triangles each having a cathetus coinciding with one of the two opposite sides of the square. The hypotenuse of the two triangles measure 60 cm and 50 cm respectively. Calculate the perimeter and area of the trapezium.
Track 46
A scalene trapezoid has a perimeter of 180 cm; calculates all sides knowing that AB = 8/5 DC, DC - AB = 30 cm, AD = 2/5 DC.
Track 47
In isosceles trapezoid ABCD base CD is 15/22 of the larger base, the oblique sides exceed 7 cm 3/ 5 of the smaller base, the perimeter is 124 cm. What is the area ?
Track 48
The larger base, the height and the sloping side of a rectangle to a trapezoid respectively measuring 80 cm, 48 cm and 50 cm. Calculate the perimeter and area of the trapezium.
Track 49
A circle has the radius of 50 cm; two parallel chords AB and CD are located on opposite parts respect to the center and measure respectively 96 cm and 28 cm. Calculates the area and perimeter of the trapezoid that has for bases the two chords.
Track 50
An isosceles trapezoid has a height of 20 m, the base greater of 80 m, the smaller base of 50 m. Calculate the radius of the circle circumscribed to the trapeze.
Track 51
A trapezoid has bases for a diameter of a circumference of 50 cm long and a rope to it parallel 30 cm long. Calculate the perimeter and area of the trapezium.
Track 52
In a circle which has the radius of 50 cm long, make two parallel chords located on opposite sides with respect to the center and away from it respectively 14 cm and 48 cm. Calculates the area and perimeter of the trapezoid that has bases for the two strings.
Track 53
A rectangle and an isosceles trapezoid are congruent heights, the perimeter of the rectangle is 140 cm, the difference of the dimensions of the rectangle between them is 30 cm, and the oblique side of the trapezoid is 25 cm. Calculate :
the extent of the bases of the rectangle;
the extent of the bases of the trapezoid;
the area of the trapezoid and the rectangle;
the perimeter of the trapezoid.
Track 54
A trapezoid rectangle has a height of 24 cm and the bases to be a 5/6 of the other. Calculate the area of a circle that has a radius congruent to the oblique side knowing that the area of the trapezoid is 1320 cm².
Track 55
An isosceles trapezoid has a height of 24 cm and the basis respectively of 28 and 8 cm. Calculate the perimeter, area, and the two diagonals.
Track 56
A rectangular trapezium has the height of 24 cm, and the bases, respectively 18 and 10 cm. Calculate the perimeter, area, and the two diagonals.
Track 57
A rectangular trapezium has the sum of the bases is 110 cm, the height is 24 cm. Calculates the area.
Track 58
An isosceles trapezoid has the sum of the bases is 110 cm, the height is 24 cm. Calculates the area.
Track 59
An isosceles trapezoid has an area of 336 cm², the sum of the bases is 28 cm. Calculate the height.
Track 60
A trapezoid rectangle has the area of 336 cm², the sum of the bases is 28 cm. Calculate the height.
Track 61
An isosceles trapezoid has the base greater of 50 cm, the minor base is 30 cm. Calculate the height knowing that the oblique side is 26 cm.
Track 62
An isosceles trapezoid has the base greater of 72 cm, the minor base is 8 cm. Calculate the radius of the circle inscribed in the trapezius knowing that the height is 24 cm.
Track 63
An isosceles trapezoid has the base greater of 72 cm, the minor base is 8 cm. Calculate the diameter of the circle inscribed in the trapezius knowing that the height is 24 cm.
Track 64
A rectangular trapezoid has the base greater of 48 cm, the minor base is 16 cm. Calculate the radius of the circle inscribed in the trapezius knowing that the height is 24 cm.
Track 65
A rectangular trapezoid has the base greater of 48 cm, the minor base is 16 cm. Calculate the diameter of the circle inscribed in the trapezius knowing that the height is 24 cm.
Track 66
An isosceles trapezoid has the base greater of 80 cm, the minor base is 50 cm. Calculate the diameter of the circle on the trapeze knowing that the height is 48.75 inches.
Track 67
An isosceles trapezoid has the base greater of 80 cm, the minor base is 50 cm. Calculate the length of the circle surrounding the trapezium knowing that the height is 48.75 inches.
Track 68
An isosceles trapezoid has the base greater of 80 cm, the minor base is 50 cm. Calculate the area of the circumscribed circle trapeze knowing that the height is 48.75 inches.
Track 69
An isosceles trapezoid has the base greater of 80 cm, the minor base is 50 cm. Calculate :
the area of the circle circumscribed to the trapeze knowing that the height is 48.75 inches;
the distance from the center of the chord AB;
the distance from the center of the rope CD;
the length of the arc AB;
the length of the arc CD;
the central angle AOB;
the central angle COD;
the area of the circular sector AOB; < br> the area of the circular sector COD.
Track 70
A trapezoid rectangle has a height of 24 cm and the bases to be a 5/6 of the other. Calculate the area of a circle that has a radius congruent with the larger base knowing that the area of the trapezoid is 1320 cm².
Track 71
A trapezoid rectangle has a height of 24 cm and the bases to be a 5/6 of the other. Calculate the area of a circle that has a radius congruent to the diagonal knowing that the area of the trapezoid is 1320 cm².
Track 72
A rectangular trapezium has the height of 24 cm and the basis respectively of 60 cm and 50 cm. Calculate the radius of a circle congruent to the trapeze.
Track 73
A trapezoid rectangle has the area of 1320 cm² and the bases respectively of 60 cm and 50 cm. Calculate the area of a circle having the radius congruent to the height of the trapezoid.
Track 74
A trapezoid rectangle has the area of 1320 cm² and the bases respectively of 60 cm and 50 cm. Calculate the area of a circle having the diameter congruent to the diagonal of the trapezium.
Track 75
A trapezoid rectangle has a perimeter of 160 cm, the smaller base of 50 cm, height of 24 cm, and the oblique side of 26 cm. Calculate the area of a circle having the diameter congruent to the base of the trapezium.
Track 76
A trapezoid rectangle has the major base 60 cm, the minor base of 50 cm, height of 24 cm. Calculate the area of a circle having a circumference isoperimetric the trapeze.
Track 77
A trapezoid rectangle has a height of 24 cm and the bases to be a 5/6 of the other. Calculate the area of a circle which has the radius congruent to the smaller base knowing that the area of the trapezium is of 1320 cm².
Track 78
An isosceles trapezoid has a height of 24 cm, and the bases which are one of the 5/7 of the other. Calculate the area of a circle which has the radius congruent to the smaller base knowing that the area of the trapezoid is 1440 cm².
Track 79
An isosceles trapezoid has a height of 24 cm, and the bases which are one of the 5/7 of the other. Calculate the area of a circle which has the radius congruent to the greater base knowing that the area of the trapezoid is 1440 cm².
Track 80
A trapezoid rectangle has a height of 24 cm and the bases to be a 5/6 of the other. Calculate the area of a circle that has a radius congruent to the diagonal minor knowing that the area of the trapezoid is 1320 cm².
Track 81
An isosceles trapezoid has a height of 10 cm and the bases which are one of the 7/17 of the other. Calculate the area of a circle that has a radius congruent to the diagonal knowing that the area of the trapezoid is 240 cm².
Track 82
An isosceles trapezoid has a height of 24 cm and the basis respectively of 60 cm and 50 cm. Calculate the radius of a circle congruent to the trapeze.
Track 83
An isosceles trapezoid has the area of 1320 cm² and the bases respectively of 60 cm and 50 cm. Calculate the area of a circle having the radius congruent to the height of the trapezoid.
Track 84
A trapezoid rectangle has the area of 360 cm² and the bases, respectively, 10 cm and 20 cm. Calculate the area of a circle having a diameter less congruent to the diagonal of the trapezoid.
Track 85
An isosceles trapezoid has an area of 240 cm² and the bases respectively of 34 cm and 14 cm. Calculate the area of a circle having the diameter congruent to the diagonal of the trapezoid.
Track 86
An isosceles trapezium has a perimeter of 186 cm, the smaller base of 50 cm, height of 24 cm, and the oblique side of 26 cm. Calculate the area of a circle having the diameter congruent to the base of the trapezium.
Track 87
An isosceles trapezoid has the major base 70 cm, the minor base of 50 cm, height of 24 cm. Calculate the area of a circle having a circumference isoperimetric the trapeze.
Track 88
Calculate the area and perimeter of a scalene trapezium knowing that the larger base is 80 cm and the minor base of 50 cm, while the oblique sides are respectively 30 cm long and 20 cm.
Track 89
An isosceles trapezoid has the smaller base of 8.4 cm and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 90
A rectangular trapezium has the smaller base of 19.2 cm and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the lower diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 91
A trapezoid rectangle has the oblique side 18 cm and and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the lower diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 92
An isosceles trapezoid has the oblique side 18 cm and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 93
An isosceles trapezoid has a base of 30 cm and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 94
A rectangular trapezium has a base of 30 cm and the projection of the oblique side on the larger base of 10.8 cm. Knowing that the lower diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 95
A rectangular trapezium has a base of 30 cm and the oblique side of 18 cm. Knowing that the lower diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 96
An isosceles trapezoid has a base of 30 cm and the oblique side of 18 cm. Knowing that the diagonal is perpendicular to the oblique, calculate the perimeter and area of the trapezoid.
Track 97
The perimeter of an isosceles trapezoid is 204 cm and each oblique side measuring 30 cm. Calculate the area and the extent of the bases, knowing that greater is 5/3 of the minor.
Track 98
The larger base of an isosceles trapezium shape with oblique side at an angle of 45°; knowing that the bases are 35 cm and 15 cm, calculates the area and the perimeter of the trapezoid.
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