Mathematics
Grade-2
Easy
Question
10 - 8 = ____
THINK 8 + ___ = 10
![](data:image/png;base64,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)
- 0
- 1
- 2
- 3
Hint:
Subtraction is a fundamental operation of mathematics.
The correct answer is: 2
Step 1 of 1:
We have given an equation ![10 minus 8 equals _ _ _ _ _ _](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAAANCAYAAACenoFqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAVpJREFUeNpjYEAFakBcC8QXGHADPiCeBsQnoXgmVIwWgAuIJwHxFyD+AcQ7gFiaYRTgBYuBOA2I/+NRsxeI/ZD4PlAxWoC5QNwKxCxAzAbEHdCEMwqIALgiMRSaM9DBBCCOpIE7fqDxmYD412j0UBaJa4DYDYu4I1SO2gBUjPKgReLj0eihLBLfQYs1dAASe0kDd4ByfR4S3xKIewi4mxAe8ZH4B48eWhRzelBzQfggED8HYtvRPEa7SPxB5dwhD8RLgVgSKfcbA/FdaOSOAjIj8SWO4pSDBsXpOhyRBap/948Wp5Q1bDywiLvRoGHzg0y5UUAgEoOAeDYW8fk06GJcA2IVLOJa0LpxFJAZiQzQoqwAqQNeDW10UBsEQSPSEdq1YIKyQXVixmgUkdZERweC0JEUUJH2jQEy7MZDI/eABhfOQVunP6CJJWA0mkYBtkbZDyz45RCRZwAA6imHZQcAG/8AAACkdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1uPjEwPC9tbj48bW8+LTwvbW8+PG1uPjg8L21uPjxtbz49PC9tbz48bWk+XzwvbWk+PG1pPl88L21pPjxtaT5fPC9taT48bWk+XzwvbWk+PG1pPl88L21pPjxtaT5fPC9taT48L21hdGg+RxNHhwAAAABJRU5ErkJggg==)
So,
10 - 8 = 2
For subtraction of both quantities, both quantities should have the same unit.