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Which sign makes the statement true?\newline7.14×1047.14 \times 10^4 ?\text{?} 7.14×1037.14 \times 10^3\newlineChoices:\newline(A) >\newline(B) <\newline(C) ==

Full solution

Q. Which sign makes the statement true?\newline7.14×1047.14 \times 10^4 ?\text{?} 7.14×1037.14 \times 10^3\newlineChoices:\newline(A) >>\newline(B) <<\newline(C) ==
  1. Calculate 7.14×1047.14 \times 10^4: Calculate 7.14×1047.14 \times 10^4.\newline7.14×104=714007.14 \times 10^4 = 71400
  2. Calculate 7.14×1037.14 \times 10^3: Calculate 7.14×1037.14 \times 10^3.\newline7.14×103=71407.14 \times 10^3 = 7140
  3. Compare 7140071400 and 71407140: Compare 7140071400 and 71407140. \newline71400 > 7140, so the correct sign is '>'

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