There are 3 Spanish, 3 German and 3 French books in a shelf. In how ma..
There are 3 Spanish, 3 German and 3 French books in a shelf. In how many ways can one Spanish, one German and one French book be chosen? => 36 or 48 or 54 or 27..
Find the sum of 32 and 3.
Find the sum of 32 and 3. => 35 or 41 or 32 or 38..
4 mathematics,3 science, and 6 French books are arranged on a shelf. U..
4 mathematics, 3 science, and 6 French books are arranged on a shelf. Use a fraction to express the probability of picking a mathematics book from the shelf. => 1 3 or 5 13 or 1 13 or 4 13 ..
Find the sum of 72 and 3.
Find the sum of 72 and 3. => 74 or 76 or 85 or 75..
Choose a way to write a sum of 3.
Choose a way to write a sum of 3. => 1 + 2 or 1 + 1 or 1 + 3 or 1 + 0..
Find the sum of the fractions in the figure.
Find the sum of the fractions in the figure. => 3 or 4 or 2 or 1..
Which of the figures represents the sum of the fractions?
Which of the figures represents the sum of the fractions? => Figure 4 or Figure 3 or Figure 1 or Figure 2..
What is the sum of the fractions in the figure?
What is the sum of the fractions in the figure? => 3 4 or 5 4 or 1 4 or 4 3..
What is the sum of the fractions in the figure?
What is the sum of the fractions in the figure? => 3 8 or 7 8 or 1 8 or 5 8..
Definite Integral as a Limit of Sum
The region under the centre bounded by X - axis, x = 1 and x = 3 is a trapezium, where area is given by (Since the area of the trapezium = base x (the sum of the parallel sides)) In all the three cases, we have seen that, the area of the regions are obtained by multiplying the b..
The region under the centre bounded by X - axis, x = 1 and x = 3 is a trapezium, where area is given by (Since the area of the trapezium = base x (the sum of the parallel sides)) In all the three cases, we have seen that, the area of the regions are obtained by multiplying the b.. Result
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