Sara brought 2 boards of wood for a club project . 1 board is 18 inches long and the other board is 30 inches long she wants to cut the wood into the longest equal sized pieces possible with no wood left over Sara wonders if she had enough wood for 10 equal sized pieces
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no she does not, she can make 4 pieces of 12inches each
which is a translation of the sentence into an inequality and is it true or false? Eight and one tenth minus four is greater than or equat to two times two
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In an equation, the two expressions are deemed equal which is shown by the ... x ≥ y. x is greater than or equal to y ... Is the following inequality < I hope I helped
Answer:
8 1/10-4≥2*2,true
Step-by-step explanation:
Please help me with this ! Write a short explanation if it can but not necessary.
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Unfortunately, we can't draw it for you, as the diagram is in your book! To create the line, simply find some points on the line and connect them, extending the line past each point in the same direction (you can use a ruler to help with this). To find points on the line, plug in values for x to the equation and find the corresponding y-value.
5 is 10% of what number
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Your answer would be 50
10% of x is 5 0.10x = 5 x = 5/0.1 = 50
Hope I helped:P
a wooden board is 100 centimeters long is cut into two pieces one is 16 centimeters longer than the other what are the lengths of the two pieces
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(100 - 16)÷2 = 42 is the short one's length and 42 + 16 = 58 is the long one's length
Problema Solution a wooden board 100 centimeters long is cut into two pieces. One piece is 16 inches longer than the other. What are the lengths of the two pieces x = the length of one piece y = the length of the other piece the total length is 100 cm this means x + y = 100 one piece is 16 inches longer than the other first we need to convert inches to cm: 1 in = 2.54 cm 16 in = 2.54*16 = 40.64 now we can write x = y + 40.64 by solving the system of equations x + y = 100 x = y + 40.64 we find x = 70.32 cm y = 29.68 cm the lengths of the two pieces are 70.32 cm and 29.68 cm.
Determine which of the cross section shapes are possible for a right rectangular pyramid,where the length and width of the base are not equal.Select all that apply A)Circle B)Hexagon C)rectangle D)Square E)Trapezoid F)Triangle
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C)Rectangle, E)Trapezoid, F)Triangle These shapes' cross sections have the length and width of their bases which are not equal