If 786=a×7+10×8+1×6, find the value of a.
Given: 786=a×7+10×8+1×6 We know that 786=100×7+10×8+1×6 On comparing both the expansions, we get a = 100 (Since 7 is in the hundreds place)
Find the value of a: 786=a×7+10×8+1×6
Find the value of ‘m‘ if (−2)2×(−5)3=50m
The value of x(x+3)(x2+6) when x=2 is