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no but it is just a trick of the mind. no one can walk on water

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13y ago

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Continue Learning about Math & Arithmetic

Timothy was a pretty fast walker He could walk 7 miles in 1.2 hours How far could he walk at that rate if he walked for 5 hours?

He can walk about 29 and one-sixth miles.


Sally walks 3 miles north of her farm turns west and walks 4 miles How far must she walk if she can walk directly back to her farm?

An additional walk of 5 miles can bring her back to her starting point.


How much kilometer man can walk in one hour?

It depends upon the speed of the walker. Typically a fit person will walk at 5 km per hour. I think a fit person could manage over 6 km in an hour, if he/she does not dawdle on the way.


How do you solve a vertical angle problem?

Oh, dude, solving vertical angles is like a walk in the park! You just need to remember that vertical angles are always congruent, which means they have the same measure. So, if you know the measure of one vertical angle, you automatically know the measure of its pair. Just set up an equation and solve for the missing angle measure. Easy peasy!


What is reflexive and transitive properties of angle congruence?

The reflexive property of angle congruence states that any angle is congruent to itself, meaning for any angle ( \angle A ), it holds that ( \angle A \cong \angle A ). The transitive property states that if angle ( \angle A ) is congruent to angle ( \angle B ), and angle ( \angle B ) is congruent to angle ( \angle C ), then angle ( \angle A ) is congruent to angle ( \angle C ), or ( \angle A \cong \angle C ). These properties are fundamental in geometry for establishing relationships between angles.