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1- In multiplication, if the bases are the same, the exponents are added regardless of what they are. 2- The result is reached by multiplying the difference of two squares using the addition-subtraction method.🙏
Can’t we just eyeball that it’s 5?
Agreed
What grade this calculation belong to?
let t = 5/xt² = 1/t²t⁴ = 15---- = 1xx = 5
x^4=25^4 => x=+-5
5x5x5x5=x.x.x.x Logo X=5
This equation has four solutions, including 5.
5×5×5×5=X×x×x×xX^(1+1+1+1)=5^(1+1+1+1)X^4=5^4X=5
This is really a 4th order equation, so there will be 4 solutions.
X,2×+5=8
1- In multiplication, if the bases are the same, the exponents are added regardless of what they are. 2- The result is reached by multiplying the difference of two squares using the addition-subtraction method.🙏
Can’t we just eyeball that it’s 5?
Agreed
What grade this calculation belong to?
let t = 5/x
t² = 1/t²
t⁴ = 1
5
---- = 1
x
x = 5
x^4=25^4 => x=+-5
5x5x5x5=x.x.x.x Logo X=5
This equation has four solutions, including 5.
5×5×5×5=X×x×x×x
X^(1+1+1+1)=5^(1+1+1+1)
X^4=5^4
X=5
This is really a 4th order equation, so there will be 4 solutions.
X,2×+5=8