Evaluate the following 150÷(-25)
Given,
150÷(-25)=-15025
Prime factorization of 150=2×5×5×3
Prime factorization of 25=5×5
H.C.F of 150 and 25 =5×5=25
Now divide the numerator and denominator of the above fraction by their H.C.F obtained, and we get
150÷(-25)=-150÷2525÷25
=-61
=-6
Thus, 150÷(-25)=-6.
Evaluate the following limits:
limx→a(x+2)52−(a+2)52x−a