Question
Subtract :
| $ $ |
$9 2$ | $ $ |
$ $ |
$6 1$ |
| $−$ | $8 4$ | $ $ |
$−$ | $3 4$ |
✓
Answer
self
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Similar questions
Solve the following :
Add the following :
Subtract :
→| $ $ |
$9 1$ | $ $ |
$ $ |
$5 4$ |
| $−$ | $1 9$ | $ $ |
$−$ | $2 7$ |
Measure approximately on the basis of the picture and write the answer to the questions :
$1.$ How many fingers is the mouse far from the hut ?
$2.$ Who will reach first near the hut? The cat or the mouse ?
$3.$ Whose tail is longer? The cat or the mouse ?
$4.$ Whose moustache is longer ? The cat or the mouse ?
→$1.$ How many fingers is the mouse far from the hut ?
$2.$ Who will reach first near the hut? The cat or the mouse ?
$3.$ Whose tail is longer? The cat or the mouse ?
$4.$ Whose moustache is longer ? The cat or the mouse ?
Add the following :
Insects as per the given numbers are hidden in the hole Which way will the lizard choose to eat them ? (Lizard can walk only on the lines.)
$1.$ Which way will the lizard choose to eat $13$ insects ?
$2.$ Which way will the lizard choose to eat $15$ insects ?
$3.$ Which three different ways can the lizard choose to eat $14$ insects ?
$4.$ Which two different ways can the lizard choose to eat $16$ insects ? (This time the lizard will go through four boxes.)
→$1.$ Which way will the lizard choose to eat $13$ insects ?
$2.$ Which way will the lizard choose to eat $15$ insects ?
$3.$ Which three different ways can the lizard choose to eat $14$ insects ?
$4.$ Which two different ways can the lizard choose to eat $16$ insects ? (This time the lizard will go through four boxes.)
Solve the following :
Do as directed in the picture : (Draw in any direction)
$1.$ Draw a mango $1$ finger away from the tree.
$2$. Draw an orange $3$ fingers away from the tree.
$3.$ Draw a banana $4$ fingers away from the mango.
$4.$ Draw an apple $2$ fingers away from the orange.
→$1.$ Draw a mango $1$ finger away from the tree.
$2$. Draw an orange $3$ fingers away from the tree.
$3.$ Draw a banana $4$ fingers away from the mango.
$4.$ Draw an apple $2$ fingers away from the orange.
Add the following :
Solve the following :
