Finding Solution of an Equation by Trial and Error Method
Trending Questions
x=3 is the solution of the equation x+3=0.
True
False
Find the length of the rectangle whose breadth is and perimeter is
The length of the side of a square with an area of 1600 m2 is
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Of all rectangles with a perimeter of which one has the maximum area? (Give the dimensions.) Let be the area of the rectangle. What is the objective function in terms of the width of the rectangle, ?
In figure 1, left-hand side (LHS) and the right-hand side (RHS) of the weighing machine are equal to each other. If we add 2 on the RHS, as shown in figure 2, what should we do to equalise LHS and RHS again?
Add 5 to RHS
Subtract 2 from LHS
Subtract 5 from RHS
Add 2 to the LHS
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Find the perimeter of the rectangles whose length and breadth are given below:
length and breadth
Solve the equation by the trial and error method
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x+3=5
[2 Marks]
[Trial and Error Method]
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- 4 cm, 2 cm
- 2 cm, 1 cm
- 6 cm, 3 cm
- 7 cm, 4 cm
Find the perimeter of the rectangle with length and breadth .
When equation is there 8x=24 then we have to do division by the L.H.S number
Find the breadth of the rectangle whose perimeter is and length is .
- 0
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- 3
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Find the perimeter of the rectangles whose lengths and breadths are given below,
Length , Breadth
- 4 cm, 2 cm
- 2 cm, 1 cm
- 6 cm, 3 cm
- 7 cm, 4 cm
Find the breadth of the rectangle whose perimeter is and length is .
- 23
- 22
- 21
- 20
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- 5
If perimeter of a rectangle is and its breadth is , then its length is
Find the whole quantity if.
of it is
Find the breadth of the rectangle whose perimeter is and length is .
If the length of the rectangle is and breadth is less than its length, find its area.
- 1 cm
- 2 cm
- 3 cm
- 4 cm
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- True
- False