Answer and approach please
Q34
A circular pizzza is cut into four identical pieces with two diametrical cuts perpendicular to each other. Each piece can be topped with four out of five available toppings such that no two adjacent slices have same topping. HOw many ways can the slices be topped?
Q39
best test series this year so far.... ( and any one selling 15 odd tests of CL/time.....?)
- time
- CL
- IMS
- handa ka funda
- OB
0 voters
Q16
By mistake I have filled my form incorrectly I have filled my board as chattisgarh but my board is cbse. What is the solution to counter this problem although i have messaged about my problem in the help desk but is there any other solution to it?
The two triangles have equal areas one traingle having angle 2x other is having x and side containing the angles all fours sides are equal . What is the value of x?
30
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75
a^2 b^2 c^2 are in ap, then b+c, c+a, a+b are in?
a) AP b) GP c) HP d) none of these
HCCan
Q34?
Can someone help me solving this....
Solution please
Solution please
There are two positive integers a and b, where a<b, such that there are exactly 11 different arithmetic progressions (each havibg atleast three terms) possible with a as the first term and b as the last term. If all the term in the progression are positive integers, then what can be the minimum value of b?
Any fast method for solving q 32 ? Please explain
Nine persons went to a hotel. 8 persons spent Rs. 12 each on their meal and the ninth person spent Rs. 8 more than average expenditure of all nine. What was total money spent by them ? Any method for this without solving equation ?
Q 49 Answer is 27 . Can anyone explain this plz.
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Q.8