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If the difference of the squares of two numbers is 45, the square of the smaller number is 4 times the larger number, then the numbers are??
@campbell_st
give me the equations plz
@satellite73 I bow to thee
hmm \[x^2-y^2=45\] \[y^2=4x\]
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k then
and so \[x^2-4x=45\] \[(x-2)^2+45+4=49\] \[x-2=7\] \[x=9\]
ok... let x be the larger number and y the smaller number then you know \[x^2 - y^2 = 45\] and \[y^2 = 4x\] make the substitution so that you have an equation in y it will be a quadratic that needs to be solved
yes k! thanx @satellite73 :)
& @campbell_st
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thanx all of u:)
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