Math, asked by SakshamKumarthegreat, 4 months ago

Tick (✓) the correct option.
question. \:  \frac{1}{6}  +  ( \frac{55}{14}  -  \frac{1}{2} ) \: is \: the \: reciprocal \: of
option \: a. \:  3\frac{28}{42}
option \: b. \: 4 \frac{29}{151}
option \: c. \:  \frac{42}{150}
option \: d. \: 3 \frac{25}{42}
Please show step explanation​


fbbackupbretta: bruh

Answers

Answered by fbbackupbretta
1

Answer:

1/6+[55/14-1/2]

Step-by-step explanation:

1+6/55*2-14*1/14*2]

1/6+[110-14/28]

1/6+96/28

By cross multiplication,

96*6+28*1/28*6=604/168=3.595238095238095

as it is a reciprocal of options lets first check option a

a.42*3+28/42=126+28/42=154/42=3.67 (approx.)

b.151*4+29/151=604+29/151=633/151=4.19205298013245

c.42/150=0.28(exact)

d42*3+25/42=151/42=3.595238095238095.

so it is optionD,

please mark my answer as BRAINLIEST!!!

I learned ur subject from 12th Class even though I am in the 10th Class

Please mark me the brainliest to rate my Effort.

Answered by MadhushreeDey794
2

Answer:

Step-by-step explanation:

1+6/55*2-14*1/14*2]1+6/55∗2−14∗1/14∗2]

1/6+[110-14/28]1/6+[110−14/28]

1/6+96/281/6+96/28

By cross multiplication,

96*6+28*1/28*6=604/168=3.59523809523809596∗6+28∗1/28∗6=604/168=3.595238095238095

as it is a reciprocal of options lets first check option a

a.42*3+28/42=126+28/42=154/42=3.6742∗3+28/42=126+28/42=154/42=3.67 (approx.)

b.151*4+29/151=604+29/151=633/151=4.19205298013245151∗4+29/151=604+29/151=633/151=4.19205298013245

c.42/150=0.28(exact)42/150=0.28(exact)

d42*3+25/42=151/42=3.59523809523809542∗3+25/42=151/42=3.595238095238095 .

so it is optionD,

Please mark me the brainliest


fbbackupbretta: sis u copied me bruh
fbbackupbretta: but it's not reciprocal
fbbackupbretta: the question says
fbbackupbretta: that question is reciprocal of option d
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