CAPS · Grade 12 · Paper 2 · R
In △DEF, G is a point on DE and H is a point on DF such that GH ∥ EF. DG=5DG=5DG=5 cm, GE=6GE=6GE=6 cm and DH=3DH=3DH=3 cm. Calculate, with a reason, the length of HF.
In △KLM, S is a point on KL and T is a point on KM such that ST ∥ LM. KS=6KS=6KS=6 cm, SL=7SL=7SL=7 cm and KT=3KT=3KT=3 cm. Calculate, with a reason, the length of TM.
In △ABC, D is a point on AB and E is a point on AC such that DE ∥ BC. AD=4AD=4AD=4 cm, DB=7DB=7DB=7 cm and AE=5AE=5AE=5 cm. Calculate, with a reason, the length of EC.
In △KLM, S is a point on KL and T is a point on KM such that ST ∥ LM. KS=3KS=3KS=3 cm, SL=4SL=4SL=4 cm and KT=6KT=6KT=6 cm. Calculate, with a reason, the length of TM.
In △ABC, D is a point on AB and E is a point on AC such that DE ∥ BC. AD=5AD=5AD=5 cm, DB=7DB=7DB=7 cm and AE=5AE=5AE=5 cm. Calculate, with a reason, the length of EC.
In △ABC, D is a point on AB and E is a point on AC such that DE ∥ BC. AD=5AD=5AD=5 cm, DB=4DB=4DB=4 cm and AE=5AE=5AE=5 cm. Calculate, with a reason, the length of EC.
In △KLM, S is a point on KL and T is a point on KM such that ST ∥ LM. KS=8KS=8KS=8 cm, SL=7SL=7SL=7 cm and KT=3KT=3KT=3 cm. Calculate, with a reason, the length of TM.
In △KLM, S is a point on KL and T is a point on KM such that ST ∥ LM. KS=4KS=4KS=4 cm, SL=3SL=3SL=3 cm and KT=8KT=8KT=8 cm. Calculate, with a reason, the length of TM.
In △PQR, S is a point on PQ and T is a point on PR such that ST ∥ QR. PS=5PS=5PS=5 cm, SQ=9SQ=9SQ=9 cm and PT=9PT=9PT=9 cm. Calculate, with a reason, the length of TR.
In △KLM, S is a point on KL and T is a point on KM such that ST ∥ LM. KS=6KS=6KS=6 cm, SL=9SL=9SL=9 cm and KT=8KT=8KT=8 cm. Calculate, with a reason, the length of TM.
In △ABC, D is a point on AB and E is a point on AC such that DE ∥ BC. AD=7AD=7AD=7 cm, DB=6DB=6DB=6 cm and AE=8AE=8AE=8 cm. Calculate, with a reason, the length of EC.
In △ABC, D is a point on AB and E is a point on AC such that DE ∥ BC. AD=7AD=7AD=7 cm, DB=6DB=6DB=6 cm and AE=4AE=4AE=4 cm. Calculate, with a reason, the length of EC.