Question

using the long division method find the smallest number that must be subtracted from 4500 to get a square​

Answer 1

Answer:

5 is to be subtracted from 4230 to make it a perfect square

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations60^2=3600

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations60^2=360070^2=4900

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations60^2=360070^2=49004230 is between 60^2 and 70^2

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations60^2=360070^2=49004230 is between 60^2 and 70^2So we check for 65^2 which is equal to 4225 and is so close to 4230

5 is to be subtracted from 4230 to make it a perfect square4230–5=4225=65*65=65^2Such problems should be solved using approximations60^2=360070^2=49004230 is between 60^2 and 70^2So we check for 65^2 which is equal to 4225 and is so close to 4230So 5 should be subtracted from 4230 to make it a perfect square

Step-by-step explanation:

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