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What conjecture must be true about the least common muitipal of any number pairs in which one number is the greatest common factor of the other number?
The LCM is the other number.
Make a conjecture about what must be true about the least common multiple of any number pairs in which one number is the greatest common factors of the other number?
idkj :D
What conjecture must be true about the least common multiple of any number pairs in which one number is the greatest common factor of the other number?
Given a pair of numbers, if the lesser of the two is the GCF, the greater of the two is the LCM. This happens when one of the numbers is a factor of the other.
Is it true that crab have only 2 pairs of legs?
No, crabs have 10 legs in total, arranged in five pairs. Two pairs of legs are used for walking, while the remaining three pairs of legs are specialized for other functions such as feeding and defense.
Is a retangle a guadrangle that has 2 pairs of equal sides?
Yes, but that's not enough to define a rectangle, because it's also true ofany other parallelogram.In order to be a rectangle, it must have 2 pairs of equal sides AND a right angle.
Two consecutive whole numbers is always an odd number?
Yes, because one number must be even and the other must be odd. This is true of addition and multiplication.
Is the number og bonding pairs in a molecule equal to the number of electrons?
false, it would be true if it didn't say ionic and instead said covalent bond.
What is the truth value of a statement a square has 4 congruent sides and a rectangle has 4 parallel sides?
It is false. The first part about the square is true, but the second part is false. A rectangle has two pairs of parallel sides. The "and' means that both parts must be true for the statement to be true. A convex polygon can have many pairs of parallel sides, but you can never have 3 or more sides all parallel to each other.
Are linear pairs congruent?
Yes. unless they are across from each other, then that will make them supplementary.
How many pairs of true false and floating ribs are there?
2 pairs
Why are squares parallelogram?
Squares are parallelograms because they carry the traits of a parallelogram. For a shape to be a parallelogram, both pairs of opposite sides must be parallel. This is true for a square, so it is a parallelogram. Some other examples are rectangles and rhombuses.
In meiosis the way chromosome pairs separate does not affect how other pairs separate is?
This is true. The separation of one pair of chromosomes during meiosis is independent of the separation of other pairs. This ensures genetic diversity by shuffling the genetic material passed on to offspring.
