Arrange the digits 1 through 9 into an equation so that the first number is the square root of the second number. (Two possible variations)
5672 = 321,489
OR
8542 = 729,316
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3 Comments on "Square Root Equations"
Ramon says November 19, 2022 @ 04:21
Dan, I thought it was supposed to be in order. Here it is, in order—except that there’s one minus sign:
12 × (-3 + 4) = √ [(56/7 + 8) × 9]
or, of course,
12 = (-3 + 4) × √ [(56/7 + 8) × 9]
Janet says November 19, 2022 @ 10:38
What about
√123456789 = 123456789
Mark W says November 24, 2022 @ 23:13
Also:
3×9+1+2=4+5+6+7+8 ?
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Δ
3 Comments on "Square Root Equations"
Ramon says
November 19, 2022 @ 04:21
Dan, I thought it was supposed to be in order. Here it is, in order—except that there’s one minus sign:
12 × (-3 + 4) = √ [(56/7 + 8) × 9]
or, of course,
12 = (-3 + 4) × √ [(56/7 + 8) × 9]
Janet says
November 19, 2022 @ 10:38
What about
√123456789 = 123456789
Mark W says
November 24, 2022 @ 23:13
Also:
3×9+1+2=4+5+6+7+8 ?
Leave a comment