Do you mean: 3x2-17x+10?
If so then it is: (3x-2)(x-5)
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Yes, you can and it becomes:(x+10)(x-10)
You factor out 5 from the expression (10+5p). You get 2(5+p).
To factorise the expression (5x^{10}), you can identify the common factors. The expression can be factored as (5 \cdot x^{10}). If you are looking to factor it further, you could express (x^{10}) as ((x^5)^2), but the primary factorization remains (5x^{10} = 5 \cdot x^{10}).
p2-5p-50= (p-10) (p+5)
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