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Subtract 
-2x-10 from 
8x^(2)-10 x-4.
Answer:

Subtract 2x10 -2 x-10 from 8x210x4 8 x^{2}-10 x-4 .\newlineAnswer:

Full solution

Q. Subtract 2x10 -2 x-10 from 8x210x4 8 x^{2}-10 x-4 .\newlineAnswer:
  1. Identify Polynomials: Identify the polynomials to be subtracted.\newlineWe have the polynomial 8x210x48x^{2}-10x-4, and we need to subtract the polynomial 2x10-2x-10 from it.
  2. Write Subtraction Expression: Write the subtraction expression.\newlineTo subtract 2x10-2x-10 from 8x210x48x^{2}-10x-4, we write the expression as follows:\newline(8x210x4)(2x10)(8x^{2}-10x-4) - (-2x-10)
  3. Distribute Negative Sign: Distribute the negative sign across the second polynomial.\newlineWhen subtracting, we need to distribute the negative sign to each term in the second polynomial:\newline(8x210x4)(2x)(10)(8x^{2}-10x-4) - (-2x) - (-10)
  4. Simplify Expression: Simplify the expression by removing the parentheses and combining like terms.\newline(8x210x4)+2x+10(8x^{2}-10x-4) + 2x + 10\newlineNow, combine like terms:\newline8x2+(10x+2x)+(4+10)8x^{2} + (-10x + 2x) + (-4 + 10)
  5. Complete Like Terms: Complete the addition of like terms. \newline8x2+(10x+2x)+(4+10)8x^{2} + (-10x + 2x) + (-4 + 10) simplifies to: \newline8x28x+68x^{2} - 8x + 6

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