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secondary 4 | A Maths
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How to do ii)?
Date Posted: 3 years ago
Views: 194
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Your answer is correct:
Firstly, given equation is a hint:
It's given in terms of Y instead of X.
Integrating in terms of Y,
Is finding the area bounding under the curve,
Towards Y axis**,
(Draw the horizontal arrow towards Y axis)
And the length you finding is from 1 to 4,
Which gives you the area of the shaded figure.
Firstly, given equation is a hint:
It's given in terms of Y instead of X.
Integrating in terms of Y,
Is finding the area bounding under the curve,
Towards Y axis**,
(Draw the horizontal arrow towards Y axis)
And the length you finding is from 1 to 4,
Which gives you the area of the shaded figure.
The answer is 6 1/6 units ^2
Assuming ur calculations are correct,
The workings remain the same.
The shaded area is bounded by the Curve To y-axis, and there is no additional nor deduction of any shaded region.
Either the shaded region may have a mistake or the solution may be wrong.
Ur solution: 9units^2 should not be wrong
The workings remain the same.
The shaded area is bounded by the Curve To y-axis, and there is no additional nor deduction of any shaded region.
Either the shaded region may have a mistake or the solution may be wrong.
Ur solution: 9units^2 should not be wrong
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