Difference between revisions of "Activities- Quadratic equations problems"
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The altitude of a triangle is 6cm greter than its base. If its area is 108cmsq .Find its base.<br> | The altitude of a triangle is 6cm greter than its base. If its area is 108cmsq .Find its base.<br> | ||
Statement: Solving problem based on quadratic equations.<br> | Statement: Solving problem based on quadratic equations.<br> | ||
− | *Interpretation | + | *Interpretation of the problem:<br> * Converting data in to eqn.<br> *Knowledge about area of a triangle.<br>*knowledge of the formula of area of triangle.<br>*Methods of finding the roots of the eqn.<br> *Methods of finding the roots of the |
+ | *Different approches to solve the problem: <br>*Factorisation | ||
+ | *Using formula | ||
+ | *using graph | ||
+ | *Concept used:Forming the eqn. 216=x(x+6) | ||
+ | 216=x2+6x<br> | ||
+ | x2 +6x -216=0<br> | ||
+ | Substitution: x 2 +18x-12x -216=0 |
Revision as of 11:30, 11 July 2014
Ex.no.9.11 /problem no.9
The altitude of a triangle is 6cm greter than its base. If its area is 108cmsq .Find its base.
Statement: Solving problem based on quadratic equations.
- Interpretation of the problem:
* Converting data in to eqn.
*Knowledge about area of a triangle.
*knowledge of the formula of area of triangle.
*Methods of finding the roots of the eqn.
*Methods of finding the roots of the - Different approches to solve the problem:
*Factorisation - Using formula
- using graph
- Concept used:Forming the eqn. 216=x(x+6)
216=x2+6x
x2 +6x -216=0
Substitution: x 2 +18x-12x -216=0