Question
| $TTh$ | $Th$ | $H$ | $T$ | $O$ | |
| $5$ | $6$ | $4$ | $3$ | $3$ | |
| $−$ | $2$ | $1$ | $4$ | $0$ | $1$ |
✓
Answer
$35032$
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Add and Convert answer in mixed fraction or simplest:
$\frac{3}{13}$ and $\frac{4}{13}$
→$\frac{3}{13}$ and $\frac{4}{13}$
Do the changes in the picture as per instructions by drawing them in the space provided
Draw a pencil 3 cm shorter than this pencil:
Draw a pencil 3 cm shorter than this pencil:
Check by division, the first number is factor : $11, 121$
→Rishika's exams started on $2nd$ March and the last exam was on $3rd$ April. What was the total duration of her exams?
→One player "under-$19$ domestic cricket" played $6$ matches in a season and earned $₹1,35,550$ He donated $₹14,375$ for a social cause. How much money is left with him after donation:
→Divide:
$₹8222.40$ by $12$
→$₹8222.40$ by $12$
Add :
$427 L \ 735 mL + 321 L \ 642 mL$
→$427 L \ 735 mL + 321 L \ 642 mL$
Solve the pattern.
$(10 - 1) \div 9 = 9 \div 9 = 1$
$(100 - 1) \div 9 = 99 \div 9 = 11$
$(1000 - 1) \div 9 = 999 \div 9 =$ ______________
$(10000 - 1) \div 9 = 9999 \div 9 =$ ______________
$(100000 - 1) \div 9 = 99999 \div 9 =$ ______________
→$(10 - 1) \div 9 = 9 \div 9 = 1$
$(100 - 1) \div 9 = 99 \div 9 = 11$
$(1000 - 1) \div 9 = 999 \div 9 =$ ______________
$(10000 - 1) \div 9 = 9999 \div 9 =$ ______________
$(100000 - 1) \div 9 = 99999 \div 9 =$ ______________
Solve the pattern.
$32 \div 8 = 4$
$320 \div 8 = 40$
___________ $ \div 8 = 400$
___________$ \div 8 = 4000$
___________ $ \div 8 = 40000$
→$32 \div 8 = 4$
$320 \div 8 = 40$
___________ $ \div 8 = 400$
___________$ \div 8 = 4000$
___________ $ \div 8 = 40000$
Multiply:
$128 \times 423$
→$128 \times 423$