. The area bounded by the curve|x + y = 1(a) 1 square unit (b) 212 squ

1.	. The area bounded by the curve\|x + y = 1(a) 1 square unit (b) 212 square units(c) 2 square units (d) 273 square units
Answer» Answer: The diagram of FUNCTION is shown this CONSIST TWO TRIANGLE that is ABC and DBC both have base = 2 and height =1 Total area will be $\frac{1}{2} \times 2 + \frac{1}{2} \times 2 = 2$ So correct answer will be option C . Hope it helps you...♡♡》

. The area bounded by the curve|x + y = 1(a) 1 square unit (b) 212 square units(c) 2 square units (d) 273 square units

Answer»

Answer:

The diagram of FUNCTION is shown this CONSIST TWO TRIANGLE that is ABC and DBC

both have base = 2 and height =1

Total area will be

$\frac{1}{2} \times 2 + \frac{1}{2} \times 2 = 2$

So correct answer will be option C .

Hope it helps you...♡♡》

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. The area bounded by the curve|x + y = 1(a) 1 square unit (b) 212 square units(c) 2 square units (d) 273 square units​

The diagram of FUNCTION is shown this CONSIST TWO TRIANGLE that is ABC and DBC

both have base = 2 and height =1

Total area will be

So correct answer will be option C .

Hope it helps you...♡♡》

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. The area bounded by the curve|x + y = 1(a) 1 square unit (b) 212 square units(c) 2 square units (d) 273 square units