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Questions in math
[Sagot para sa’yo] the sum of the first 20 terms of an arithmetic sequence is 400. if first term is 5, find the common difference.
[Sagot para sa’yo] Assessment 3 Write the missing number on the blank. 1. 3, , 6 smallest largest 2. 2,5 smallest largest 3. 10, 12 smallest largest 4. 17, 14 largest smallest 5. 19,16 largest smallest
[Sagot para sa’yo] Activity #11 (x + y +5z)²
[Sagot para sa’yo] after increasing the price by PHP, I,200, the price of a tv set become p: 600.00 what if the percentage increase in the price of the tv set. ( with solution)
[Sagot para sa’yo] 45,642 to the nearest thousand
[Sagot para sa’yo] Mrs. Sese discover that 2/3 of 4/1/2 shades of kapok were not clean what part of kapok was not clean? .
[Sagot para sa’yo] The perimeter of the triangle is 30cm. Two of it's sides are 10cm and 8cm. Find the third side.
[Sagot para sa’yo] I. Activity No. 4: The Root of Joy (15 minutes) II. III. IV. Objective(s): At the end of the activity, you should be able apply laws of exponent in dividing monomials. Materials Needed: pen and activity sheet Instructions: Divide the given monomials. Write the letter that is paired with the question and the correct answer below to decode the "Root of Joy". According to an Austrian American monk and author David Steindl-Rast, the root of joy is T C D x4y6z5 10x7y2z5 xбy'z³ 28x4y+z8 x6y724 -5x6y7z7 x4y624 -7x2y8z8 R E G I -12xy -30x2y5z³ 6xy 27x7y3 -6x 6x2y5z3 3y -3x4y3 B T о U -14x4y-16x6y6 48x5y⁹ -36x4y5z³ 2x6y6 2x6y6 -6x4y3 -4x4y7z6 2x 2y x²y Z -9x3 x²y 2 00 9 4x2 -5 y2z3 y4
[Sagot para sa’yo] what phrase in the problem?matatag elementary school is organizing a fundraising event for the typhoon igay victims the dela cruz foundation donated food packs worth 358,500 and barcelona family donated medicines worth 210,800 about how much was donated for the typhoon victims..? what phrase in the problem indicates that an estimated sum is being asked for? what is ask in the problem? sana po masagot thank you ngayon ko po kailangan
[Sagot para sa’yo] Assuming that each of the given geometric sequence is a pyramid networking. Find the total number of members in each sequence. 1.5, 15, 45, 135, 405, 12152.2,8,32,...,8192
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