Trapezoids and kites
Grade 10 Math Worksheet - Challenge Me
Circle the best answer, or write your answer on the line.
Ren's garden bed is trapezoid CDFG. Bases CD = (2x + 10) in. and GF = (4x − 4) in.; midsegment HU = 18 in. How long is CD, in inches?
Tala's shelf side is trapezoid CDFG. Bases CD = (3x + 8) in. and GF = (x + 2) in.; midsegment HU = 23 in. How long is CD, in inches?
Use the picture in question 1.
Zee's tent wall is trapezoid CDFG. Bases CD = (2x + 20) in. and GF = (2x + 6) in.; midsegment HU = 27 in. How long is CD, in inches?
Use the picture in question 1.
Bo's lamp shade sketch is isosceles trapezoid CDFG with bases CD ∥ GF. m∠C = (3x − 9)° and m∠D = (2x + 16)°. What is m∠F, in degrees?
Esme's bucket drawing is isosceles trapezoid CDFG with bases CD ∥ GF. m∠C = (4x + 2)° and m∠D = (3x + 20)°. What is m∠F, in degrees?
Use the picture in question 4.
Jun's flower pot sketch is isosceles trapezoid CDFG with bases CD ∥ GF. m∠C = (5x + 9)° and m∠D = (4x + 20)°. What is m∠F, in degrees?
Use the picture in question 4.
Luz's kite is kite QSVW, with diagonals crossing at O. m∠OQS = (x + 16)° and m∠OSQ = (2x + 2)°. What is m∠SQW, in degrees?
Milo's paper kite is kite QSVW, with diagonals crossing at O. m∠OQS = (2x + 10)° and m∠OSQ = (3x + 10)°. What is m∠SQW, in degrees?
Use the picture in question 7.
Noah's kite is kite QSVW, with diagonals crossing at O. m∠OQS = (4x − 3)° and m∠OSQ = (3x + 16)°. What is m∠SQW, in degrees?
Use the picture in question 7.
Pia's kite is kite QSVW, with diagonals crossing at O. m∠OQS = (3x + 11)° and m∠OSQ = (5x + 15)°. What is m∠SQW, in degrees?
Use the picture in question 7.