Rationalize the denominator.
Use parentheses so there is no confusion. If the denominator is 3√2, the expression should be written as 2/(3√2)+5.
2/(3√2) + 5 = [2/(3√2)] [√2/√2] + 5
= 2√2/(3√2·√2) + 5
= 2√2/6 + 5
= √2/3 + 5
2/3√ 2 +5
√ 2/3 + 5
(√ 2 + 15) / 3
2/(3√2) +5
multiply the first term by (1)
2/(3√2)(√2/√2) +5
2/3 *√2/√2 +5
⅓ √2 +5
Presentation is most unclear.
You must learn to use brackets.
No
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Verified answer
Use parentheses so there is no confusion. If the denominator is 3√2, the expression should be written as 2/(3√2)+5.
2/(3√2) + 5 = [2/(3√2)] [√2/√2] + 5
= 2√2/(3√2·√2) + 5
= 2√2/6 + 5
= √2/3 + 5
2/3√ 2 +5
√ 2/3 + 5
(√ 2 + 15) / 3
2/(3√2) +5
multiply the first term by (1)
2/(3√2)(√2/√2) +5
2/3 *√2/√2 +5
⅓ √2 +5
Presentation is most unclear.
You must learn to use brackets.
No