Rationalis the denominator 1/2√5-√3
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Answer:
What you have written is actually:
What you have written is actually:12√+3–√+5–√
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√ Somehow, I don’t think this is what you meant!
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√ Somehow, I don’t think this is what you meant!Instead, I think you meant 1/(√2+√3+√5), which is:
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√ Somehow, I don’t think this is what you meant!Instead, I think you meant 1/(√2+√3+√5), which is:12√+3√+5√
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√ Somehow, I don’t think this is what you meant!Instead, I think you meant 1/(√2+√3+√5), which is:12√+3√+5√ [12/(2+1+3) = 12/6 = 2]
What you have written is actually:12√+3–√+5–√ [Why? Convention re the order of operations; just like 12/2+1+3 = 6+1+3=10]The only denominator in this expression is the surd √2To remove this surd, we just need to multiply the numerator and denominator by √2, thus we have:12√×2√2√+3–√+5–√ =2√2+3–√+5–√ Somehow, I don’t think this is what you meant!Instead, I think you meant 1/(√2+√3+√5), which is:12√+3√+5√ [12/(2+1+3) = 12/6 = 2]I’m not going to deal with this, as has already supplied a good answer.
Answer:
hope this helps u .........
