What is 6sqrt(42)*8sqrt(35f^5) ?

The solution to 6sqrt(42)*8sqrt(35f^5) is 336sqrt(30)f^2sqrt(f)

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simplify 6sqrt(42)*8sqrt(35f^5)

simplify

642 \cdot 8 35 f^{5}

33630 f^{2} f

Solution steps

642 \cdot 8 35 f^{5}

Multiply the numbers:

6 \cdot 8 = 48

= 4842 35 f^{5}

Simplify

35 f^{5} : 35 f^{2} f

= 484235 f^{2} f

42 = 76

= 487635 f^{2} f

35 = 75

= 487675 f^{2} f

Apply radical rule:

a a = a, a \geq 0

77 = 7

= 48 \cdot 765 f^{2} f

65 = 30

= 48 \cdot 730 f^{2} f

Multiply the numbers:

48 \cdot 7 = 336

= 33630 f^{2} f

lo g_{7} (70)

6 \cdot (- 2)

1327

\frac{250}{270}

- 8 \times 2

What is 6sqrt(42)*8sqrt(35f^5) ?
The solution to 6sqrt(42)*8sqrt(35f^5) is 336sqrt(30)f^2sqrt(f)