Simplify each term, if necessary, and then use the distributive property ..Please help
6√ 50 - 2√ 18+ 2√ 8 =
30√ 2 - 6√2 + 4 √ 2 = 28 √ 2
The simplification of 6*√50 = 6*√10*5 (because 10 * 5 = 50); but 10 can be separated into 2*5 = 10. * 5 = 50.
So 6√2*5*5 - note: that 5*5 = 25 and √25 = 5!
=
6*5 * √2
for (-)2√18 :
-2√18 = √9*2 = (-2)* 3*√2 *= -6√2 !
and last one for +2√8:
2√4*2 = 2*2√2 (because √4 = 2 and *√2 for result √8)
solution=
30√2 - 6√2 + 4√2
30 - 6 + 4 = 28√2
6√50 simplifies to 30√2
2√18 simplifies to 6√2
2√8 simplifies to 4√2
the equation is now 30√2-6√2+4√2=?
there is a like term under the square root symbol so you may add and subtract these numbers normally, resulting in an answer of 28√2
6√ 50 - 2√ 18 + 2√ 8
= 6√ (25*2) - 2√ (9*2) + 2√ (4*2)
= 30√ 2 - 6√ 2 + 4√ 2
= (30 - 6 + 4)√ 2
= 28√ 2
6√50 - 2√18 + 2√8
= 6√(25)2 - 2√9(2) + 2√4(2)
= 6(5)√2 - 2(3)√2 + 2(2)√2
= 30√2 - 6√2 + 4√2
= 28√2
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Answers & Comments
6√ 50 - 2√ 18+ 2√ 8 =
30√ 2 - 6√2 + 4 √ 2 = 28 √ 2
The simplification of 6*√50 = 6*√10*5 (because 10 * 5 = 50); but 10 can be separated into 2*5 = 10. * 5 = 50.
So 6√2*5*5 - note: that 5*5 = 25 and √25 = 5!
=
6*5 * √2
for (-)2√18 :
-2√18 = √9*2 = (-2)* 3*√2 *= -6√2 !
and last one for +2√8:
2√4*2 = 2*2√2 (because √4 = 2 and *√2 for result √8)
solution=
30√2 - 6√2 + 4√2
30 - 6 + 4 = 28√2
6√50 simplifies to 30√2
2√18 simplifies to 6√2
2√8 simplifies to 4√2
the equation is now 30√2-6√2+4√2=?
there is a like term under the square root symbol so you may add and subtract these numbers normally, resulting in an answer of 28√2
6√ 50 - 2√ 18 + 2√ 8
= 6√ (25*2) - 2√ (9*2) + 2√ (4*2)
= 30√ 2 - 6√ 2 + 4√ 2
= (30 - 6 + 4)√ 2
= 28√ 2
6√50 - 2√18 + 2√8
= 6√(25)2 - 2√9(2) + 2√4(2)
= 6(5)√2 - 2(3)√2 + 2(2)√2
= 30√2 - 6√2 + 4√2
= 28√2