1. Read the instructions given below for making noodles and then complete the paragraph that follows. VEGETABLE NOODLES Boil one packet of noodles. Slice onions, carrots and cabbage. Chop beans and cauli flowers. Heat two tablespoons of oil. Add vegetables and saute. Mix vegetables and noodles. Add salt, soya sauce and vinegar. Your noodles are ready to it Noodles (a) _______________________and onions, carrots and cabbage are sliced. Beans and cauliflowers (b) _________________________ and two tablespoons of oil (c) ________ . Vegetables (d) ______________ and sauted and mixed with noodles. Finally ( e) _______________ to the noodles. Your noodles(f) _________________________ 2. Read the given set of instructions as to how to make sandwich. Then complete the blanks by describing the process • Take two slices of soft bread. • Apply butter evenly on them. • Prepare the filling and place on one of the other. • Cover with the other and press. Serve chilled. Two slices of bread(a) ________________. Butter (b) ______________evenly on them. The filling ( C ) ___________on one of the slices. It is covered with the other, pressed and served chilled.
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Thankyou apprentice moderator
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Verified answer
Answer:
1. a) noodles are boiled
b)are chopped
c)is added
d) vegetables are mixed
e)soya sauce and vinegar are added to the noodles
f) are ready
2. a)are taken
b) is added
c) is placed
Explanation:
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Correct option is B)
Given:
Present value =₹ 25000
Interest rate for the first year, p=5% per annum
Interest rate for the second year, q=6% per annum
Interest rate for the third year, r=8% per annum
To find the amount we have the formula,
Amount (A)=P(1+(r/100))
n
where P is present value, r is rate of interest, n is time in years
Since here we have variable rates, we modify the formula to get:
Amount (A)=P×(1+p/100)×(1+q/100)×(1+r/100)
Now substituting the values in above formula we get,
∴A=25000×(1+5/100)×(1+6/100)×(1+8/100)
⇒A=25000×(105/100)×(106/100)×(108/100)
⇒A=₹ 30051
∴ Compound interest =A–P
=30051–25000=₹ 5051Correct option is B)
Given:
Present value =₹ 25000
Interest rate for the first year, p=5% per annum
Interest rate for the second year, q=6% per annum
Interest rate for the third year, r=8% per annum
To find the amount we have the formula,
Amount (A)=P(1+(r/100))
n
where P is present value, r is rate of interest, n is time in years
Since here we have variable rates, we modify the formula to get:
Amount (A)=P×(1+p/100)×(1+q/100)×(1+r/100)
Now substituting the values in above formula we get,
∴A=25000×(1+5/100)×(1+6/100)×(1+8/100)
⇒A=25000×(105/100)×(106/100)×(108/100)
⇒A=₹ 30051
∴ Compound interest =A–P
=30051–25000=₹ 5051Correct option is B)
Given:
Present value =₹ 25000
Interest rate for the first year, p=5% per annum
Interest rate for the second year, q=6% per annum
Interest rate for the third year, r=8% per annum
To find the amount we have the formula,
Amount (A)=P(1+(r/100))
n
where P is present value, r is rate of interest, n is time in years
Since here we have variable rates, we modify the formula to get:
Amount (A)=P×(1+p/100)×(1+q/100)×(1+r/100)
Now substituting the values in above formula we get,
∴A=25000×(1+5/100)×(1+6/100)×(1+8/100)
⇒A=25000×(105/100)×(106/100)×(108/100)
⇒A=₹ 30051
∴ Compound interest =A–P
=30051–25000=₹ 5051