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Adele O'Hara

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4y ago

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How do you solve for nhow to solve 540 divide n 90?

To solve the equation ( \frac{540}{n} = 90 ), you can start by multiplying both sides by ( n ) to eliminate the fraction, resulting in ( 540 = 90n ). Next, divide both sides by 90 to isolate ( n ): ( n = \frac{540}{90} ). Simplifying that gives ( n = 6 ).


N divided by 10 equals nine what equals n?

90


Does 6 plus N divided by 3 equal 6 times N divided by 3?

no


360 divided by n minus 90 times n?

270


What does negative divided by nine equal?

-n/9 where n is positive.


What is the missing angle for a pentagon measuring 130 105 90 45?

170° because: (130+105+90+45) = 370° regular: nAngle = Each Angle (for regular ones) = [(n-2)/n] * 180° 5Angle = [(5-2)/5]*180° = (3/5)*180 = 540/5 = 120° not regular: Sum(Complete) - Rest Sum= 540° Rest = 370° 540-370= 170°


12 divided by 45 equals N what does N equal?

0.2667


If n equals 100 what does n times 6 divided by 2 equal?

300


What do the angle of a five sided shape add up too?

Interior? Exterior? Interior= 180 x (n-2) when 'n' is the number of sides so for a 5 sided shape it is 180 x 3 = 540 degrees. 540=all the angles together 540 divided by the number of sides/angles is 108 Exterior= 360 divided the number of sides/angles (360 divided by 5) = 72 The total agle is 360 degrees but ech exterior agle is 72 degrees


What is the measure of all the angels on a regular pentagon?

The sum of the interior angles of any regular polygon of n sides is equal to 180(n - 2) degrees. 540 degrees


Is gram equivalent weight equal to molecular weight divided by two?

No, gram equivalent weight is molecular weight divided by n, where n is the number of equivalents of the substance involved in the reaction. It is not always equal to molecular weight divided by 2.


What shades has all equal sides and all sides add up to 540?

A shape with all equal sides and interior angles summing up to 540 degrees is a regular pentagon. In a regular pentagon, each of the five interior angles measures 108 degrees, and all five sides are of equal length. The sum of the interior angles of any polygon can be calculated using the formula ( (n - 2) \times 180 ), where ( n ) is the number of sides; for a pentagon, this results in ( (5 - 2) \times 180 = 540 ) degrees.