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Math: Which is True?
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Can you name the statement, by typing '1' or '2,' in each pair that is true?
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Statement # 1
Answer
Statement # 2
An isosceles triangle can have side lengths of 1, 8, and 9 inches.
A right triangle can have side lengths of 6, 8, and 10 inches.
2
^{7}
=49
2
^{7}
=128
The square root of 2 is a rational number.
The square root of 2 is an irrational number.
If 9 is multiplied by any integer 1-12, the sum of the product's digits is 9.
If 9 is multiplied by any integer 1-10, the sum of the product's digits is 9.
It is possible to cut a circular cake into 8 pieces with three straight movements.
It is impossible to cut a circular cake into 8 pieces with three straight movements.
Zero is an integer.
Zero is not an integer.
π=3.1415926535...
π=3.1415938725...
2
^{4}
=4
^{2}
2
^{4}
≠4
^{2}
1+(2x34)+(56/7)+8+9=100
12+3-4+5+67+8+9=100
31, 331, 3331, 33331, and 333331 are prime numbers.
3333331, 33333331, and 333333331 are prime numbers.
π=3.1415926535...
3333331, 33333331, and 333333331 are prime numbers.
1+(2x34)+(56/7)+8+9=100
3333331, 33333331, and 333333331 are prime numbers.
2
^{7}
=49
3333331, 33333331, and 333333331 are prime numbers.
The square root of 2 is a rational number.
3333331, 33333331, and 333333331 are prime numbers.
Zero is an integer.
3333331, 33333331, and 333333331 are prime numbers.
An isosceles triangle can have side lengths of 1, 8, and 9 inches.
3333331, 33333331, and 333333331 are prime numbers.
31, 331, 3331, 33331, and 333331 are prime numbers.
3333331, 33333331, and 333333331 are prime numbers.
It is possible to cut a circular cake into 8 pieces with three straight movements.
3333331, 33333331, and 333333331 are prime numbers.
If 9 is multiplied by any integer 1-12, the sum of the product's digits is 9.
3333331, 33333331, and 333333331 are prime numbers.
2
^{4}
=4
^{2}
3333331, 33333331, and 333333331 are prime numbers.
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