Mathematics
Grade-2
Easy
Question
8 - 7 = ____
THINK 7 + ___ = 8
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)
- 0
- 1
- 2
- 3
Hint:
Subtraction is a fundamental operation of mathematics.
The correct answer is: 1
Step 1 of 1:
We have given ![8 minus 7 equals _ _ _ _ _](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF8AAAANCAYAAADPCrIJAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAQlJREFUeNpjYEAALiCeBMRfgPgHEO8AYmkG6oP/BPCIBHOBuBWIWYCYDYg7gPgkHe0PBeLZIzXwf6DxmYD4F53sFgfiw0DMMVIDH1Tc8KAF/mM62b0JiA0YRjAAlfd5SHxLIO6hg70ZQFxLYT0x5OsKPWgxA8IHgfg5ENvS2E55aL3CMpJTPSgQlgKxJLSyBQFjIL4LjRRapUZQJDsyjHCwDkcggwJmPw1bN9uo1Dwd0sXODzLlyAWgyvzGSK9kYeAaEKtgEdeClv3UBgHQImcUAEEQNAIcoamSCcq+C22NUBssB+LE0WBHLYPPQVs7P6ApM4BGdr0EYsHRIB++gAOaiNDxy0EizwAAeYlpCI8Gr6EAAACZdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1uPjg8L21uPjxtbz4tPC9tbz48bW4+NzwvbW4+PG1vPj08L21vPjxtaT5fPC9taT48bWk+XzwvbWk+PG1pPl88L21pPjxtaT5fPC9taT48bWk+XzwvbWk+PC9tYXRoPr4yrrcAAAAASUVORK5CYII=)
So,
8 - 7 = 1
For subtraction of both quantities, both quantities should have the same unit.