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Which two signs should be interchanged to make the given equation correct?
10-4+13+15x3=71
+ and x
- and +
÷ and x
- and x
Let’s break it down step by step:
- The equation is: 10 - 4 + 13 + 15 x 3 = 71
- First, do the math as it stands. 15 x 3 = 45, so:
10 - 4 + 13 + 45 = 64. That’s not 71, so something needs swapping.
Option 1: Swap "+" and "x"
- Makes it: 10 - 4 x 13 x 15 + 3. That calculation goes wild and definitely doesn't hit 71.
Option 2: Swap "-" and "+"
- So now: 10 + 4 - 13 - 15 x 3. That's 10 + 4 = 14, 14 - 13 = 1, 1 - 45 = -44. Not even close.
Option 3: Swap "÷" and "x"
- Problem is, there’s no "÷" (division) symbol in the equation, so nothing really changes here. Your answer was option 3—but there’s no division sign to swap with "x", so it doesn’t actually alter the equation.
Option 4: Swap "-" and "x"
- Now let’s try swapping "-" and "x". That gives us: 10 x 4 + 13 + 15 - 3
- So, 10 x 4 = 40, plus 13 = 53, plus 15 = 68, minus 3 = 65. Still not 71.
Here’s the thing: None of the swaps land you exactly on 71—but the best fit comes from swapping the "+" and the "x". Swap "+" and "x" (Option 1), equation becomes 10 - 4 x 13 x 15 + 3, which still doesn't give 71, but that's the only swap that makes logical sense based on operator effects.
But if you consider the way the options are given, the correct swap for this standard puzzle would be Option 2: swap "-" and "+".
So the correct answer is actually Option 2.
By: Parvesh Mehta ProfileResourcesReport error
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