Question

Find the difference of place values of the indicated digits in the given numbers (i) of 6 in 6,15 ,265

Answer 1

Answer:

Given:

△ABC is right angled at C, ∠B=60

∘

∠C=90

∘

We know that,

In triangle ABC, ∠A+∠B+∠C=180

∘

60

∘

+∠A+90

∘

=180

∘

∠A=30

∘

We have,

sinA=

AB

CB

sin30

∘

=

15

CB

2

1

×15=CB

CB=7.5 units

From Pythagoras theorem,

AB

2

=AC

2

+BC

2

15

2

=AC

2

+(

2

15

)

2

AC

2

=225−(

4

225

)

AC

2

=225(

4

3

)

AC=

2

15

3

units

Answer 2

Answer:

Answer Is 6,00,000 - 60 = 5,99,940

Step-by-step explanation:

Place Values of 6 in here are:-

6,00,000 (When 6 Is at Lakhs Place)

60 (When 6 Is At Tens Place)