state any two feature of himalyan mountain​

Answer:

Quote by Isaac Newton: “What we know is a drop, what we don't know is a...”

Visualize the ocean (what-we-don't-know) is shrunk to a circle. In that circle, the drop (what-we-know) would be too tiny that we can hardly see.

Isaac Newton said, “What we know is a drop, what we don't know is an ocean.” Visualize the ocean (what-we-don't-know) is shrunk to a circle. In that circle, the drop (what-we-know) would be too tiny that we can hardly see.

Answer:

mark me as branliest

Step-by-step explanation:

A group of students prepared stuffed toys as part of their group activity. They spent Rs 100 on velvet, Rs 5 on thread and needle and Rs 27 on miscellaneous items. They made 30 toys, 50% of which were purchased by force by some senior students causing them a loss of 50%. At what % profit should they sell the remaining toys so as to gain 50% on their total cost?

a)100%

b)150%

c)75%

d)None of these

Correct answer is option 'B'. Can you explain this answer?

Answer:

(d) 150%

Step-by-step explanation:

(i) Long method

Total CP of 50 toys=Rs 127

∴ CP of 25 toys = Rs 63.5

SP of 50% (25) toys which were sold at 50% loss = 50% of 63.5 = Rs. 31.75

Total profit required = 50% = 50/100*127 = Rs. 63.5

∴ Total SP required = Rs. 127+63.5 = Rs. 190.5

∴ SP of the remaining 50% toys = Rs. 190.5 - 31.75

=Rs. 158.75

=> profit required on remaining 50% toys = 158.75-63.5 = Rs. 95.25

=> profit% required = 95.25/63.5*100 % = 150%

(ii) Short method

When percentages are given, we need not bother about exact values.

Let total CP=Rs. x

CP of 50% toys = Rs.x/2

These are sold at 50% loss, ∴SP of these toys = Rs. (x/2)/2 = Rs. x/4

Overall profit required = 50% of total CP = x/2

∴ Total SP required = x+x/2 = 3x/2

∴ SP of remaining 50% toys = 3x/2-x/4

= 5x/4

=> profit required on remaining 50% toys = 5x/4-x/2

= 3x/4 = (3/2)(x/2) = 3/2 of CP = 150% of CP

Explanation:

I think there is a option (1)

1) mole of O atom

Answer:

Jack Antonoff

Explanation:

Jack Antonoff Quote: “Black and white creates a strange dreamscape that color never can.”

Black and white creates a strange dreamscape that color never can.