Ways To Multiply And Divide - Class 5 Maths - Extra Questions

Solve the following:
$$7\times 27$$


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Solve the following:
$$271\times 5$$


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Solve: $$20\times 5$$

$$20\times 5=100$$
Hence, the answer is 100.


Fill in the blanks : 
On dividing $$9$$ by $$7$$ , quotient = .................... and remainder = .........................

On dividing $$9$$ by $$7$$ , quotient = $$1 $$ and remainder = $$ 2 $$ 


Fill in the blanks :
On dividing $$ 18 $$ by $$6$$ , quotient = ................... and remainder = ...................

On dividing $$ 18 $$ by $$6$$ , quotient = $$ 3$$ and remainder = $$0$$


Fill in the blanks :
$$27 \times 3000=$$______.

$$27\times3,000=27\times3\times1000=81\times1000={81,000}$$


Divide using the repeated subtraction method.
$$20\div 4$$

$$20 - 4 = 16 \\ 16 - 4 = 12 \\ 12 - 4 = 8 \\ 8 - 4 = 4 \\ 4 - 4 = 0$$
We have to subtract $$4$$ from $$20$$ five times, thus the quotient is $$5$$.
Therefore,
$$20 \div 4 = 5$$


Divide using the repeated subtraction method.
$$20\div 10$$

$$20 - 10 = 10 \\ 10-10 = 0$$
We have to subtract $$10$$ from $$20$$ two times, thus the quotient is $$2$$.
Therefore,
$$20 \div 10 = 2$$


Find $$105\times 106$$

        $$105$$
        $$106$$
     _________
         $$603$$
     $$000\times$$
$$105\times\times$$
___________
$$11130$$.


$$836 \div 4=?$$


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Perform the division and check your results by multiplication.
$$3480 ÷ 12$$


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On dividing 55390 by 299, the remainder isFind the quotient using division algorithm. 


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Divide 57086 by 247 and check the result by division algorithm.


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In a morning walk, Nirmaljeet, Puneet and Raju step off together, their steps measuring 240 cm, 90 cm, 120 cm respectively. They want to go for a juice shop for a health issue, which is situated distance of shop from each should walk, near by them, then what is the minimum so that one can cover the distance in complete steps?

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Fill in the blanks
When a whole number $$a$$ is divided by a non-zero whole number $$b$$, then there exist whole numbers $$q$$ and $$r$$ such that $$a = bq + r$$, where either $$r =$$ ____ or $$r =$$ _____. 

When a whole number $$a$$ is divided by a non-zero whole number $$b$$, then there exist whole numbers $$q$$ and $$r$$ such that $$a = bq + r$$, where either $$r=\underline{ \,0\,}$$ or $$r = \underline{r < b}$$. 


Class 5 Maths Extra Questions