Question

In rhombus PQRS, PQ = 26 cm and QS = 48 cm . Calculate the length of PR. ABCD is a kite. The diagonals intersect at E. BD = 30 cm , AD = 17 cm and DC = 25 cm . Determine: (1) AE (2) AC (3) B?? if Â? = 20° ABCD is a square. AÊB = 54° . Calculate F??. ABCD is a rectangle and DECF is a rhombus. DÊC = 60° (1) Calculate the size of: Ê?, F??, B?? and B?? (2) Calculate the length of AC if EC = 4 cm

          In rhombus PQRS, PQ = 26 cm and QS = 48 cm .
Calculate the length of PR.

ABCD is a kite. The diagonals intersect
at E. BD = 30 cm , AD = 17 cm and
DC = 25 cm . Determine:
(1) AE
(2) AC
(3) B?? if Â? = 20°

ABCD is a square. AÊB = 54° .
Calculate F??.

ABCD is a rectangle and
DECF is a rhombus. DÊC = 60°
(1) Calculate the size of:
Ê?, F??, B?? and B??
(2) Calculate the length of AC
if EC = 4 cm

In rhombus PQRS, PQ = 26 cm and QS = 48 cm .
Calculate the length of PR.

ABCD is a kite. The diagonals intersect
at E. BD = 30 cm , AD = 17 cm and
DC = 25 cm . Determine:
(1) AE
(2) AC
(3) B?? if Â? = 20°

ABCD is a square. AÊB = 54° .
Calculate F??.

ABCD is a rectangle and
DECF is a rhombus. DÊC = 60°
(1) Calculate the size of:
Ê?, F??, B?? and B??
(2) Calculate the length of AC
if EC = 4 cm

Added by Soledad N.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert James Kiss

06/02/2024

Step 1

In rhombus PQRS, PQ = 26 cm and QS = 48 cm. Calculate the length of PR. Since PQRS is a rhombus, all sides are equal in length. Therefore, PS = 26 cm. QS is a diagonal, and in a rhombus, diagonals are perpendicular bisectors. So, QS bisects PR at a right angle. Show more…

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In rhombus PQRS, PQ = 26 cm and QS = 48 cm. Calculate the length of PR. ABCD is a kite. The diagonals intersect at E. BD = 30 cm, AD = 17 cm and DC = 25 cm. Determine: (1) AE (2) AC (3) B̂₁ if Â₁ = 20° ABCD is a square. AÊB = 54°. Calculate F̂₁. ABCD is a rectangle and DECF is a rhombus. DÊC = 60° (1) Calculate the size of: Ê₁, F̂₁, B̂₂ and B̂₁ (2) Calculate the length of AC if EC = 4 cm