Hcf and lcm of two numbers in 25 and 1050 respectively . If one number is 150
Answers
Answered by
3
hcf × lcm = multiplication of the two numbers
hence, 25 × 1050 = 150 × other no.
req. no. = (25×1050)/150
= 175 (ans.)
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hence, 25 × 1050 = 150 × other no.
req. no. = (25×1050)/150
= 175 (ans.)
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Answered by
3
given H.C.F = 25 , L.C.M = 1050
let the numbers be ' x ' and 'y'
let one number be x = 150
since, we know that ,
product of two numbers = H.C.F × L.C.M
x × y = 25 × 1050
150 × y = 25 × 1050
y = 25 × 1050 / 150
y = 25 × 7 = 175
therefore required number = 175
______________________________
Your Answer : 175
______________________________
let the numbers be ' x ' and 'y'
let one number be x = 150
since, we know that ,
product of two numbers = H.C.F × L.C.M
x × y = 25 × 1050
150 × y = 25 × 1050
y = 25 × 1050 / 150
y = 25 × 7 = 175
therefore required number = 175
______________________________
Your Answer : 175
______________________________
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