(8x+6)(8x-4) \% 8
Evaluate
\frac{128x^{2}+32x-48}{25}
Expand
\frac{128x^{2}+32x-48}{25}
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\frac{\left(8x+6\right)\left(8x-4\right)}{100}\times 8
Express \left(8x+6\right)\times \frac{8x-4}{100} as a single fraction.
\frac{\left(8x+6\right)\left(8x-4\right)\times 8}{100}
Express \frac{\left(8x+6\right)\left(8x-4\right)}{100}\times 8 as a single fraction.
\frac{\left(64x^{2}-32x+48x-24\right)\times 8}{100}
Apply the distributive property by multiplying each term of 8x+6 by each term of 8x-4.
\frac{\left(64x^{2}+16x-24\right)\times 8}{100}
Combine -32x and 48x to get 16x.
\frac{512x^{2}+128x-192}{100}
Use the distributive property to multiply 64x^{2}+16x-24 by 8.
\frac{\left(8x+6\right)\left(8x-4\right)}{100}\times 8
Express \left(8x+6\right)\times \frac{8x-4}{100} as a single fraction.
\frac{\left(8x+6\right)\left(8x-4\right)\times 8}{100}
Express \frac{\left(8x+6\right)\left(8x-4\right)}{100}\times 8 as a single fraction.
\frac{\left(64x^{2}-32x+48x-24\right)\times 8}{100}
Apply the distributive property by multiplying each term of 8x+6 by each term of 8x-4.
\frac{\left(64x^{2}+16x-24\right)\times 8}{100}
Combine -32x and 48x to get 16x.
\frac{512x^{2}+128x-192}{100}
Use the distributive property to multiply 64x^{2}+16x-24 by 8.
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Limits
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