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can you please help me Find the diagonal of a square whose sides are of the given measure. Given = 16"
Weegy: Know the pythagorean theorem? a^2 + b^2 = c^2 so draw a diagonal in your square the SIDES of the square are "a" and "b" the DIAGONAL of the square is the "c" because in your picture, [ it is the hypotenuse. Since a = b in a square (all sides are equal), the final formula would be "square root of (2a^2)" There is an easier way. A square with a diagonal makes a 45-45-90 triangle (refers to degree measures), a special right triangle. If you change that to lengths OPPOSITE the angles, the formula would be x-x-xroot2 ] (More)
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Write a prose paraphrase of the poem. There is no frigate like a book To take us lands away, Nor any coursers like a page Of prancing poetry. This traverse may the poorest take Without oppress of toll; How frugal is the chariot That bears a human soul!
Weegy: First break the poem down into sentences and then rewrite the sentence in a more common language There is no frigate like a book To take us lands away, Nor any coursers like a page Of prancing poetry. There is no vehicle (frigate) like a book to [ take us to other places, and there isn’t any physical trip (coursers) like the mental trip poetry can take us on. This traverse may the poorest take Without oppress of toll; How frugal is the chariot That bears the human soul! The mental trip poetry can take us on (this traverse) is available to even the poorest because it doesn’t cost anything; how cheap is the book of poems (the chariot) that it can take (bear) the human mind (old fashion “soul’) on these trips. You can do this. Think of poetry as a word puzzle. ] (More)
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The angles of similar triangles are equal.? always sometimes never
Weegy: The answer is always. (More)
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Similar triangles are congruent.? always sometimes never
Weegy: Similar triangles are sometimes congruent (More)
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A line that passes through two sides of a triangle divides the sides proportionally.? always sometimes never
Weegy: The answer is "sometimes" (More)
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