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Mathematics
the net of acuboid measuring Xcm *8 cm *4 cm. the length are 25cm calculate length Xcm.
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makes no sense
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The SI unit of measure for length-the meter-would be most appropriate when
a. Measuring the wingspan of an insect b. measuring
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Just because you said that, I picked a building and I got 100%, thank you so much.
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An isosceles triangle has sides of length xcm xcm and 9cm. It perimeter is less than 24cm and x is a whole number. Find the
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Let's call the length of the equal sides of the isosceles triangle "a". Since the perimeter is less
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Given a rectangular object with dimensions 2cm by 22cm, we want to increase the length of the smaller dimension and decrease the
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(2+x)^2 + (22-x)^2 < 360 4 < x < 16
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A spiral spring of natural length 25cm has a scale pan hanging freely in its lower end. When an object of mass 45g is placed in
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F = k x (45+m) = k (26.8-25) = 1.8 k (65+m) = k(27.05 -25) = 2.05 k (2.05 /1.8)[ (45+m) ] = 2.05 k
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3. An isosceles triangle has sides length xcm xcm and 9cm.
B its perimeter is less than 24 and x is a whole number. I find the
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x+x+9 < 24 2x < 15 x < 7.5 so, x <= 7 The sides of length x must each be > 9/2, so x >= 5 5 <= x <=
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The adjacent sides of the parallelogram are 30cm and 25cm in length. If the altitude corresponding to the side of length 30cm is
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the area is side times altitude 30 * 15 = 25 * x
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points A,B,C and D lie on a straight line in the given order. AC=25cm and BD=46cm. the ratio of length CD to length AB is 5/2.
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make a sketch on a number line of the given. let BC = x then AB = 25-x and CD = 46 -x CD/AB = 5/2
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The length of a rectangle is xcm and the width is 7cm. Find the length of the area if the rectangle is 56cm square
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7x = 56 x = 8
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THE LENGTH OF THE SIDE OF A TRIANGLE XCM,X,,+5CM & 9CM .IF THE PERMITER OF THE TRIANGLE IS LESS THAN 30CM CALCULATE THE POSSIBLE
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5+9+x < 30 now finish it off
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Find the length of the shortest string that can be cut into equal length each 20cm, 24cm and 25cm.
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The question is a bit garbled, but 20 = 2^2 * 5 24 = 2^3 * 3 25 = 5^2 So the LCM is 2^3 * 3 * 5^2 =
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