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Three whole number of have their l c m as 180 and their HCF equal to 3 two of the numbers 60.find the third number.
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Three whole number have their LCM as 180 and their HCF equal to 3. Two of the numbers are 45 and 60. Find the third number.
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The HCF of 108,189 and a certain number is 27 and their LCM is 3780. Find the value of the third
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three whole numbers have their LCM as 180 and their HCF equal to 3. two of the numbers are 45 and 60. Find the third number.
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thanks soo much
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The sum of the HCF and LCM of two numbers is 680 and the LCM is 84 times of the HCF.lf one number is 56 ,find the other.
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Let the other number be x. Given that the LCM of 56 and x is 84 times their HCF, we have: LCM (56,
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There must have been a fixed cost involved, cost = a(HCD) + b case 1: 38.10 = 19(HCD) + b case 2:
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the hcf of x and 12 is 6. the lcm of x and 12 is 180. what is x.
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We can use the formula: hcf * lcm = x * 12 Substituting the given values, we get: 6 * 180 = x * 12
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Which equation can be used to determine the measure of ∠EBC
? (1 point) Responses (x+26)−x=180 open paren x plus 26 close
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Responses: x = 32
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an equilateral triangle has three equal sides , which equation could be used to find the measure,M,of one angle
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2. which group of three sides lengths will form a triangle A. 11,5,4 B.22,17,14 C.28,15,10
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What is the HCF / GCF of 120, 180 and 190
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120 = 10 * 3 * 2 * 2 180 = 10 * 3 * 3 * 2 190 = 10 * 19 looks like 10
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what is the HCF of 180,252,576 using division method
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180 = 2^2 3^2 5 252 = 2^2 3^2 7 576 = 2^6 3^2 Not sure what your division method is, but that should
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Q.1)Find hcf and lcm of the following using fundamntal theorem of arithematic
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A.1) To find the HCF and LCM of 12, 720, and 540 using the Fundamental Theorem of Arithmetic, we
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