CD⊥AB and AE⊥BC. Ram and Rajat were trying to calculate the area o

1.	CD⊥AB and AE⊥BC. Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base. Match the following: a) Ram’s area 1) 12 × AB × AE b) Rajat's area 2) 12 × AB × CD 3) 12 × BC × AE 4) 12 × BC × CD a) ___ b) ___
Answer» $C D ⊥ A B$ and $A E ⊥ B C$ . Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base. Match the following: a) Ram’s area 1) $\frac{1}{2}$ $\times$ AB $\times$ AE b) Rajat's area 2) $\frac{1}{2}$ $\times$ AB $\times$ CD 3) $\frac{1}{2}$ $\times$ BC $\times$ AE 4) $\frac{1}{2}$ $\times$ BC $\times$ CD a) ___ b) ___

CD⊥AB and AE⊥BC. Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base. Match the following: a) Ram’s area 1) 12 × AB × AE b) Rajat's area 2) 12 × AB × CD 3) 12 × BC × AE 4) 12 × BC × CD a) _ b) _

Answer»

$C D ⊥ A B$ and $A E ⊥ B C$ . Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base.
Match the following:

a) Ram’s area 1) $\frac{1}{2}$ $\times$ AB $\times$ AE
b) Rajat's area 2) $\frac{1}{2}$ $\times$ AB $\times$ CD
3) $\frac{1}{2}$ $\times$ BC $\times$ AE
4) $\frac{1}{2}$ $\times$ BC $\times$ CD

a) ___
b) ___

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CD⊥AB and AE⊥BC. Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base. Match the following: a) Ram’s area 1) 12 × AB × AE b) Rajat's area 2) 12 × AB × CD 3) 12 × BC × AE 4) 12 × BC × CD a) ___ b) ___

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CD⊥AB and AE⊥BC. Ram and Rajat were trying to calculate the area of this triangle. Ram took AB as the base while Rajat took BC as the base. Match the following: a) Ram’s area 1) 12 × AB × AE b) Rajat's area 2) 12 × AB × CD 3) 12 × BC × AE 4) 12 × BC × CD a) _ b) _